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| 1 // Copyright 2017 The Chromium Authors. All rights reserved. | |
| 2 // Use of this source code is governed by a BSD-style license that can be | |
| 3 // found in the LICENSE file. | |
| 4 | |
| 5 #include "content/renderer/media/media_stream_constraints_util_sets.h" | |
| 6 | |
| 7 #include <cmath> | |
| 8 #include <string> | |
| 9 #include <vector> | |
| 10 | |
| 11 #include "content/renderer/media/media_stream_video_source.h" | |
| 12 #include "content/renderer/media/mock_constraint_factory.h" | |
| 13 #include "testing/gtest/include/gtest/gtest.h" | |
| 14 | |
| 15 namespace content { | |
| 16 | |
| 17 using Point = ResolutionSet::Point; | |
| 18 | |
| 19 namespace { | |
| 20 | |
| 21 int kUnconstrainedMaxDimension = ResolutionSet::kMaxConstrainedDimension + 1; | |
| 22 | |
| 23 // Checks if |point| is an element of |vertices| using | |
| 24 // Point::IsApproximatelyEqualTo() to test for equality. | |
| 25 void VerticesContain(const std::vector<Point>& vertices, const Point& point) { | |
| 26 bool result = false; | |
| 27 for (const auto& vertex : vertices) { | |
| 28 if (vertex.IsApproximatelyEqualTo(point)) { | |
| 29 result = true; | |
| 30 break; | |
| 31 } | |
| 32 } | |
| 33 EXPECT_TRUE(result); | |
| 34 } | |
| 35 | |
| 36 // Determines if |vertices| is valid according to the contract for | |
| 37 // ResolutionCandidateSet::ComputeVertices(). | |
| 38 bool AreValidVertices(const std::vector<Point>& vertices) { | |
| 39 // Single-segment, single point or single segment are trivial cases. | |
| 40 if (vertices.size() <= 2) | |
| 41 return true; | |
| 42 else if (vertices.size() > 6) // Polygons of more than 6 sides are not valid. | |
| 43 return false; | |
| 44 | |
| 45 // For the case of 3 to 6 vertices, the vertices must be in counterclockwise | |
| 46 // order. Compute orientation using the determinant of each diagonal in the | |
| 47 // polygon, using the first vertex as reference. | |
| 48 Point prev_diagonal = vertices[1] - vertices[0]; | |
| 49 for (auto vertex = vertices.begin() + 2; vertex != vertices.end(); ++vertex) { | |
| 50 Point current_diagonal = *vertex - vertices[0]; | |
| 51 // The determinant of the two diagonals returns the signed area of the | |
| 52 // parallelogram they generate. The area is positive if the diagonals are in | |
| 53 // counterclockwise order, zero if the diagonals have the same direction and | |
| 54 // negative if the diagonals are in clockwise order. | |
| 55 // See https://en.wikipedia.org/wiki/Determinant#2_.C3.97_2_matrices. | |
| 56 double det = prev_diagonal.height() * current_diagonal.width() - | |
| 57 current_diagonal.height() * prev_diagonal.width(); | |
| 58 if (det <= 0) | |
| 59 return false; | |
| 60 prev_diagonal = current_diagonal; | |
| 61 } | |
| 62 return true; | |
| 63 } | |
| 64 | |
| 65 // This function provides an alternative method for computing the projection | |
| 66 // of |point| on the line of segment |s1||s2| to be used to compare the results | |
| 67 // provided by Point::ClosestPointInSegment(). Since it relies on library | |
| 68 // functions that use iterative numeric methods, it is less accurate in practice | |
|
hta - Chromium
2017/03/03 11:02:36
Is this ("iterative numeric methods") a reference
Guido Urdaneta
2017/03/06 11:08:23
Done.
| |
| 69 // than Point::ClosestPointInSegment(). | |
| 70 // This function only computes projections. The result may be outside the | |
| 71 // segment |s1||s2|. | |
| 72 Point ProjectionOnSegmentLine(const Point& point, | |
| 73 const Point& s1, | |
| 74 const Point& s2) { | |
| 75 double segment_slope = | |
| 76 (s2.width() - s1.width()) / (s2.height() - s1.height()); | |
| 77 double segment_angle = std::atan(segment_slope); | |
| 78 double norm = std::sqrt(Point::Dot(point, point)); | |
| 79 double angle = | |
| 80 (point.height() == 0 && point.width() == 0) | |
| 81 ? 0.0 | |
| 82 : std::atan(point.width() / point.height()) - segment_angle; | |
| 83 double projection_length = norm * std::cos(angle); | |
| 84 double projection_height = projection_length * std::cos(segment_angle); | |
| 85 double projection_width = projection_length * std::sin(segment_angle); | |
| 86 return Point(projection_height, projection_width); | |
| 87 } | |
| 88 | |
| 89 } // namespace | |
|
hta - Chromium
2017/03/03 11:02:36
Why not let the anonymous namespace enclose the te
Guido Urdaneta
2017/03/06 11:08:23
One of the tests is friended by MediaStreamConstra
| |
| 90 | |
| 91 class MediaStreamConstraintsUtilSetsTest : public testing::Test { | |
| 92 protected: | |
| 93 using P = Point; | |
| 94 MockConstraintFactory factory_; | |
| 95 }; | |
| 96 | |
| 97 TEST_F(MediaStreamConstraintsUtilSetsTest, VertexListValidity) { | |
|
hta - Chromium
2017/03/03 11:02:36
This actually tests a test harness function. Add a
Guido Urdaneta
2017/03/06 11:08:23
Done.
| |
| 98 EXPECT_TRUE(AreValidVertices({P(1, 1)})); | |
| 99 EXPECT_TRUE(AreValidVertices({P(1, 1)})); | |
| 100 EXPECT_TRUE(AreValidVertices({P(1, 0), P(0, 1)})); | |
| 101 EXPECT_TRUE(AreValidVertices({P(1, 1), P(0, 0), P(1, 0)})); | |
| 102 | |
| 103 // Not in counterclockwise order. | |
| 104 EXPECT_FALSE(AreValidVertices({P(1, 0), P(0, 0), P(1, 1)})); | |
| 105 | |
| 106 // Final vertex aligned with the previous two vertices. | |
| 107 EXPECT_FALSE(AreValidVertices({P(1, 0), P(1, 1), P(1, 1.5), P(1, 0.1)})); | |
| 108 | |
| 109 // Not in counterclockwise order. | |
| 110 EXPECT_FALSE( | |
| 111 AreValidVertices({P(1, 0), P(3, 0), P(2, 2), P(3.1, 1), P(0, 1)})); | |
| 112 | |
| 113 EXPECT_TRUE(AreValidVertices( | |
| 114 {P(1, 0), P(3, 0), P(3.1, 1), P(3, 2), P(1, 2), P(0.9, 1)})); | |
| 115 | |
| 116 // Not in counterclockwise order. | |
| 117 EXPECT_FALSE(AreValidVertices( | |
| 118 {P(1, 0), P(3, 0), P(3.1, 1), P(1, 2), P(3, 2), P(0.9, 1)})); | |
| 119 | |
| 120 // Counterclockwise, but more than 6 vertices. | |
| 121 EXPECT_FALSE(AreValidVertices( | |
| 122 {P(1, 0), P(3, 0), P(3.1, 1), P(3, 2), P(2, 2.1), P(1, 2), P(0.9, 1)})); | |
| 123 } | |
| 124 | |
| 125 TEST_F(MediaStreamConstraintsUtilSetsTest, PointOperations) { | |
| 126 const Point kZero(0, 0); | |
| 127 | |
| 128 // Basic equality and inequality | |
| 129 EXPECT_EQ(P(0, 0), kZero); | |
| 130 EXPECT_EQ(P(50, 50), P(50, 50)); | |
| 131 EXPECT_NE(kZero, P(50, 50)); | |
| 132 EXPECT_NE(P(50, 50), P(100, 100)); | |
| 133 EXPECT_NE(P(50, 50), P(100, 50)); | |
| 134 | |
| 135 // Operations with zero. | |
| 136 EXPECT_EQ(kZero, kZero + kZero); | |
| 137 EXPECT_EQ(kZero, kZero - kZero); | |
| 138 EXPECT_EQ(kZero, 0.0 * kZero); | |
| 139 EXPECT_EQ(0.0, P::Dot(kZero, kZero)); | |
| 140 EXPECT_EQ(0.0, P::DistanceToPoint(kZero, kZero)); | |
| 141 EXPECT_EQ(kZero, P::ClosestPointInSegment(kZero, kZero, kZero)); | |
| 142 | |
| 143 // Operations with zero and nonzero values. | |
| 144 EXPECT_EQ(P(50, 50), kZero + P(50, 50)); | |
| 145 EXPECT_EQ(P(50, 50) + kZero, kZero + P(50, 50)); | |
| 146 EXPECT_EQ(P(50, 50), P(50, 50) - kZero); | |
| 147 EXPECT_EQ(kZero, P(50, 50) - P(50, 50)); | |
| 148 EXPECT_EQ(kZero, 0.0 * P(50, 50)); | |
| 149 EXPECT_EQ(0.0, P::Dot(kZero, P(50, 50))); | |
| 150 EXPECT_EQ(0.0, P::Dot(P(50, 50), kZero)); | |
| 151 EXPECT_EQ(5000, P::DistanceToPoint(kZero, P(50, 50))); | |
| 152 EXPECT_EQ(P::DistanceToPoint(P(50, 50), kZero), | |
| 153 P::DistanceToPoint(kZero, P(50, 50))); | |
| 154 EXPECT_EQ(kZero, P::ClosestPointInSegment(kZero, kZero, P(50, 50))); | |
| 155 EXPECT_EQ(kZero, P::ClosestPointInSegment(kZero, P(50, 50), kZero)); | |
| 156 EXPECT_EQ(P(50, 50), | |
| 157 P::ClosestPointInSegment(P(50, 50), P(50, 50), P(50, 50))); | |
| 158 | |
| 159 // Operations with nonzero values. | |
| 160 // Additions. | |
| 161 EXPECT_EQ(P(100, 50), P(50, 50) + P(50, 0)); | |
| 162 EXPECT_EQ(P(100, 50), P(50, 0) + P(50, 50)); | |
| 163 | |
| 164 // Substractions. | |
| 165 EXPECT_EQ(P(50, 50), P(100, 100) - P(50, 50)); | |
| 166 EXPECT_EQ(P(50, 50), P(100, 50) - P(50, 0)); | |
| 167 EXPECT_EQ(P(50, 0), P(100, 50) - P(50, 50)); | |
| 168 | |
| 169 // Scalar-vector products. | |
| 170 EXPECT_EQ(P(50, 50), 1.0 * P(50, 50)); | |
| 171 EXPECT_EQ(P(75, 75), 1.5 * P(50, 50)); | |
| 172 EXPECT_EQ(P(200, 100), 2.0 * P(100, 50)); | |
| 173 EXPECT_EQ(2.0 * (P(100, 100) + P(100, 50)), | |
| 174 2.0 * P(100, 100) + 2.0 * P(100, 50)); | |
| 175 | |
| 176 // Dot products. | |
| 177 EXPECT_EQ(2 * 50 * 100, P::Dot(P(50, 50), P(100, 100))); | |
| 178 EXPECT_EQ(P::Dot(P(100, 100), P(50, 50)), P::Dot(P(50, 50), P(100, 100))); | |
| 179 EXPECT_EQ(0, P::Dot(P(100, 0), P(0, 100))); | |
| 180 | |
| 181 // Distances. | |
| 182 EXPECT_EQ(25, P::DistanceToPoint(P(4, 0), P(0, 3))); | |
| 183 EXPECT_EQ(75 * 75, P::DistanceToPoint(P(100, 0), P(25, 0))); | |
| 184 EXPECT_EQ(75 * 75, P::DistanceToPoint(P(0, 100), P(0, 25))); | |
| 185 EXPECT_EQ(5 * 5 + 9 * 9, P::DistanceToPoint(P(5, 1), P(10, 10))); | |
| 186 | |
| 187 // Closest point to segment from (10,0) to (50,0). | |
| 188 EXPECT_EQ(P(25, 0), P::ClosestPointInSegment(P(25, 25), P(10, 0), P(50, 0))); | |
| 189 EXPECT_EQ(P(50, 0), | |
| 190 P::ClosestPointInSegment(P(100, 100), P(10, 0), P(50, 0))); | |
| 191 EXPECT_EQ(P(10, 0), P::ClosestPointInSegment(P(0, 100), P(10, 0), P(50, 0))); | |
| 192 | |
| 193 // Closest point to segment from (0,10) to (0,50). | |
| 194 EXPECT_EQ(P(0, 25), P::ClosestPointInSegment(P(25, 25), P(0, 10), P(0, 50))); | |
| 195 EXPECT_EQ(P(0, 50), | |
| 196 P::ClosestPointInSegment(P(100, 100), P(0, 10), P(0, 50))); | |
| 197 EXPECT_EQ(P(0, 10), P::ClosestPointInSegment(P(100, 0), P(0, 10), P(0, 50))); | |
| 198 | |
| 199 // Closest point to segment from (0,10) to (10,0). | |
| 200 EXPECT_EQ(P(5, 5), P::ClosestPointInSegment(P(25, 25), P(0, 10), P(10, 0))); | |
| 201 EXPECT_EQ(P(5, 5), P::ClosestPointInSegment(P(100, 100), P(0, 10), P(10, 0))); | |
| 202 EXPECT_EQ(P(10, 0), P::ClosestPointInSegment(P(100, 0), P(0, 10), P(10, 0))); | |
| 203 EXPECT_EQ(P(0, 10), P::ClosestPointInSegment(P(0, 100), P(0, 10), P(10, 0))); | |
| 204 } | |
| 205 | |
| 206 TEST_F(MediaStreamConstraintsUtilSetsTest, ResolutionUnconstrained) { | |
| 207 ResolutionSet set; | |
| 208 EXPECT_TRUE(set.ContainsPoint(0, 0)); | |
| 209 EXPECT_TRUE(set.ContainsPoint(1, 1)); | |
| 210 EXPECT_TRUE(set.ContainsPoint(2000, 2000)); | |
| 211 EXPECT_FALSE(set.HasMinHeight()); | |
| 212 EXPECT_FALSE(set.HasMaxHeight()); | |
| 213 EXPECT_FALSE(set.HasMinWidth()); | |
| 214 EXPECT_FALSE(set.HasMaxWidth()); | |
| 215 EXPECT_FALSE(set.HasMinAspectRatio()); | |
| 216 EXPECT_FALSE(set.HasMaxAspectRatio()); | |
| 217 EXPECT_TRUE(set.IsHeightUnconstrained()); | |
| 218 EXPECT_TRUE(set.IsWidthUnconstrained()); | |
| 219 EXPECT_TRUE(set.IsAspectRatioUnconstrained()); | |
| 220 EXPECT_FALSE(set.IsHeightEmpty()); | |
| 221 EXPECT_FALSE(set.IsWidthEmpty()); | |
| 222 EXPECT_FALSE(set.IsAspectRatioEmpty()); | |
| 223 } | |
| 224 | |
| 225 TEST_F(MediaStreamConstraintsUtilSetsTest, ResolutionConstrained) { | |
| 226 ResolutionSet set = ResolutionSet::FromHeight(10, 100); | |
| 227 EXPECT_FALSE(set.ContainsPoint(0, 0)); | |
| 228 EXPECT_TRUE(set.ContainsPoint(10, 10)); | |
| 229 EXPECT_TRUE(set.ContainsPoint(50, 50)); | |
| 230 EXPECT_TRUE(set.ContainsPoint(100, 100)); | |
| 231 EXPECT_FALSE(set.ContainsPoint(500, 500)); | |
| 232 EXPECT_TRUE(set.HasMinHeight()); | |
| 233 EXPECT_TRUE(set.HasMaxHeight()); | |
| 234 EXPECT_FALSE(set.HasMinWidth()); | |
| 235 EXPECT_FALSE(set.HasMaxWidth()); | |
| 236 EXPECT_FALSE(set.HasMinAspectRatio()); | |
| 237 EXPECT_FALSE(set.HasMaxAspectRatio()); | |
| 238 EXPECT_FALSE(set.IsHeightUnconstrained()); | |
| 239 EXPECT_TRUE(set.IsWidthUnconstrained()); | |
| 240 EXPECT_TRUE(set.IsAspectRatioUnconstrained()); | |
| 241 EXPECT_FALSE(set.IsHeightEmpty()); | |
| 242 EXPECT_FALSE(set.IsWidthEmpty()); | |
| 243 EXPECT_FALSE(set.IsAspectRatioEmpty()); | |
| 244 | |
| 245 set = ResolutionSet::FromHeight(0, 100); | |
| 246 EXPECT_TRUE(set.ContainsPoint(0, 0)); | |
| 247 EXPECT_TRUE(set.ContainsPoint(10, 10)); | |
| 248 EXPECT_TRUE(set.ContainsPoint(50, 50)); | |
| 249 EXPECT_TRUE(set.ContainsPoint(100, 100)); | |
| 250 EXPECT_FALSE(set.ContainsPoint(500, 500)); | |
| 251 EXPECT_FALSE(set.HasMinHeight()); | |
| 252 EXPECT_TRUE(set.HasMaxHeight()); | |
| 253 EXPECT_FALSE(set.HasMinWidth()); | |
| 254 EXPECT_FALSE(set.HasMaxWidth()); | |
| 255 EXPECT_FALSE(set.HasMinAspectRatio()); | |
| 256 EXPECT_FALSE(set.HasMaxAspectRatio()); | |
| 257 EXPECT_FALSE(set.IsHeightUnconstrained()); | |
| 258 EXPECT_TRUE(set.IsWidthUnconstrained()); | |
| 259 EXPECT_TRUE(set.IsAspectRatioUnconstrained()); | |
| 260 EXPECT_FALSE(set.IsHeightEmpty()); | |
| 261 EXPECT_FALSE(set.IsWidthEmpty()); | |
| 262 EXPECT_FALSE(set.IsAspectRatioEmpty()); | |
| 263 | |
| 264 set = ResolutionSet::FromHeight(100, kUnconstrainedMaxDimension); | |
| 265 EXPECT_FALSE(set.ContainsPoint(0, 0)); | |
| 266 EXPECT_FALSE(set.ContainsPoint(10, 10)); | |
| 267 EXPECT_FALSE(set.ContainsPoint(50, 50)); | |
| 268 EXPECT_TRUE(set.ContainsPoint(100, 100)); | |
| 269 EXPECT_TRUE(set.ContainsPoint(500, 500)); | |
| 270 EXPECT_TRUE(set.HasMinHeight()); | |
| 271 EXPECT_FALSE(set.HasMaxHeight()); | |
| 272 EXPECT_FALSE(set.HasMinWidth()); | |
| 273 EXPECT_FALSE(set.HasMaxWidth()); | |
| 274 EXPECT_FALSE(set.HasMinAspectRatio()); | |
| 275 EXPECT_FALSE(set.HasMaxAspectRatio()); | |
| 276 EXPECT_FALSE(set.IsHeightUnconstrained()); | |
| 277 EXPECT_TRUE(set.IsWidthUnconstrained()); | |
| 278 EXPECT_TRUE(set.IsAspectRatioUnconstrained()); | |
| 279 EXPECT_FALSE(set.IsHeightEmpty()); | |
| 280 EXPECT_FALSE(set.IsWidthEmpty()); | |
| 281 EXPECT_FALSE(set.IsAspectRatioEmpty()); | |
| 282 | |
| 283 set = ResolutionSet::FromWidth(10, 100); | |
| 284 EXPECT_FALSE(set.ContainsPoint(0, 0)); | |
| 285 EXPECT_TRUE(set.ContainsPoint(10, 10)); | |
| 286 EXPECT_TRUE(set.ContainsPoint(50, 50)); | |
| 287 EXPECT_TRUE(set.ContainsPoint(100, 100)); | |
| 288 EXPECT_FALSE(set.ContainsPoint(500, 500)); | |
| 289 EXPECT_FALSE(set.HasMinHeight()); | |
| 290 EXPECT_FALSE(set.HasMaxHeight()); | |
| 291 EXPECT_TRUE(set.HasMinWidth()); | |
| 292 EXPECT_TRUE(set.HasMaxWidth()); | |
| 293 EXPECT_FALSE(set.HasMinAspectRatio()); | |
| 294 EXPECT_FALSE(set.HasMaxAspectRatio()); | |
| 295 EXPECT_TRUE(set.IsHeightUnconstrained()); | |
| 296 EXPECT_FALSE(set.IsWidthUnconstrained()); | |
| 297 EXPECT_TRUE(set.IsAspectRatioUnconstrained()); | |
| 298 EXPECT_FALSE(set.IsHeightEmpty()); | |
| 299 EXPECT_FALSE(set.IsWidthEmpty()); | |
| 300 EXPECT_FALSE(set.IsAspectRatioEmpty()); | |
| 301 | |
| 302 set = ResolutionSet::FromWidth(0, 100); | |
| 303 EXPECT_TRUE(set.ContainsPoint(0, 0)); | |
| 304 EXPECT_TRUE(set.ContainsPoint(10, 10)); | |
| 305 EXPECT_TRUE(set.ContainsPoint(50, 50)); | |
| 306 EXPECT_TRUE(set.ContainsPoint(100, 100)); | |
| 307 EXPECT_FALSE(set.ContainsPoint(500, 500)); | |
| 308 EXPECT_FALSE(set.HasMinHeight()); | |
| 309 EXPECT_FALSE(set.HasMaxHeight()); | |
| 310 EXPECT_FALSE(set.HasMinWidth()); | |
| 311 EXPECT_TRUE(set.HasMaxWidth()); | |
| 312 EXPECT_FALSE(set.HasMinAspectRatio()); | |
| 313 EXPECT_FALSE(set.HasMaxAspectRatio()); | |
| 314 EXPECT_TRUE(set.IsHeightUnconstrained()); | |
| 315 EXPECT_FALSE(set.IsWidthUnconstrained()); | |
| 316 EXPECT_TRUE(set.IsAspectRatioUnconstrained()); | |
| 317 EXPECT_FALSE(set.IsHeightEmpty()); | |
| 318 EXPECT_FALSE(set.IsWidthEmpty()); | |
| 319 EXPECT_FALSE(set.IsAspectRatioEmpty()); | |
| 320 | |
| 321 set = ResolutionSet::FromWidth(100, kUnconstrainedMaxDimension); | |
| 322 EXPECT_FALSE(set.ContainsPoint(0, 0)); | |
| 323 EXPECT_FALSE(set.ContainsPoint(10, 10)); | |
| 324 EXPECT_FALSE(set.ContainsPoint(50, 50)); | |
| 325 EXPECT_TRUE(set.ContainsPoint(100, 100)); | |
| 326 EXPECT_TRUE(set.ContainsPoint(500, 500)); | |
| 327 EXPECT_FALSE(set.HasMinHeight()); | |
| 328 EXPECT_FALSE(set.HasMaxHeight()); | |
| 329 EXPECT_TRUE(set.HasMinWidth()); | |
| 330 EXPECT_FALSE(set.HasMaxWidth()); | |
| 331 EXPECT_FALSE(set.HasMinAspectRatio()); | |
| 332 EXPECT_FALSE(set.HasMaxAspectRatio()); | |
| 333 EXPECT_TRUE(set.IsHeightUnconstrained()); | |
| 334 EXPECT_FALSE(set.IsWidthUnconstrained()); | |
| 335 EXPECT_TRUE(set.IsAspectRatioUnconstrained()); | |
| 336 EXPECT_FALSE(set.IsHeightEmpty()); | |
| 337 EXPECT_FALSE(set.IsWidthEmpty()); | |
| 338 EXPECT_FALSE(set.IsAspectRatioEmpty()); | |
| 339 | |
| 340 set = ResolutionSet::FromAspectRatio(1.0, 2.0); | |
| 341 EXPECT_TRUE(set.ContainsPoint(0, 0)); | |
| 342 EXPECT_TRUE(set.ContainsPoint(10, 10)); | |
| 343 EXPECT_TRUE(set.ContainsPoint(10, 20)); | |
| 344 EXPECT_TRUE(set.ContainsPoint(100, 100)); | |
| 345 EXPECT_TRUE(set.ContainsPoint(2000, 4000)); | |
| 346 EXPECT_FALSE(set.ContainsPoint(1, 50)); | |
| 347 EXPECT_FALSE(set.ContainsPoint(50, 1)); | |
| 348 EXPECT_FALSE(set.HasMinHeight()); | |
| 349 EXPECT_FALSE(set.HasMaxHeight()); | |
| 350 EXPECT_FALSE(set.HasMinWidth()); | |
| 351 EXPECT_FALSE(set.HasMaxWidth()); | |
| 352 EXPECT_TRUE(set.HasMinAspectRatio()); | |
| 353 EXPECT_TRUE(set.HasMaxAspectRatio()); | |
| 354 EXPECT_TRUE(set.IsHeightUnconstrained()); | |
| 355 EXPECT_TRUE(set.IsWidthUnconstrained()); | |
| 356 EXPECT_FALSE(set.IsAspectRatioUnconstrained()); | |
| 357 EXPECT_FALSE(set.IsHeightEmpty()); | |
| 358 EXPECT_FALSE(set.IsWidthEmpty()); | |
| 359 EXPECT_FALSE(set.IsAspectRatioEmpty()); | |
| 360 | |
| 361 set = ResolutionSet::FromAspectRatio(0.0, 2.0); | |
| 362 EXPECT_TRUE(set.ContainsPoint(0, 0)); | |
| 363 EXPECT_TRUE(set.ContainsPoint(10, 10)); | |
| 364 EXPECT_TRUE(set.ContainsPoint(10, 20)); | |
| 365 EXPECT_TRUE(set.ContainsPoint(100, 100)); | |
| 366 EXPECT_TRUE(set.ContainsPoint(2000, 4000)); | |
| 367 EXPECT_FALSE(set.ContainsPoint(1, 50)); | |
| 368 EXPECT_TRUE(set.ContainsPoint(50, 1)); | |
| 369 EXPECT_FALSE(set.HasMinHeight()); | |
| 370 EXPECT_FALSE(set.HasMaxHeight()); | |
| 371 EXPECT_FALSE(set.HasMinWidth()); | |
| 372 EXPECT_FALSE(set.HasMaxWidth()); | |
| 373 EXPECT_FALSE(set.HasMinAspectRatio()); | |
| 374 EXPECT_TRUE(set.HasMaxAspectRatio()); | |
| 375 EXPECT_TRUE(set.IsHeightUnconstrained()); | |
| 376 EXPECT_TRUE(set.IsWidthUnconstrained()); | |
| 377 EXPECT_FALSE(set.IsAspectRatioUnconstrained()); | |
| 378 EXPECT_FALSE(set.IsHeightEmpty()); | |
| 379 EXPECT_FALSE(set.IsWidthEmpty()); | |
| 380 EXPECT_FALSE(set.IsAspectRatioEmpty()); | |
| 381 | |
| 382 set = ResolutionSet::FromAspectRatio(1.0, HUGE_VAL); | |
| 383 EXPECT_TRUE(set.ContainsPoint(0, 0)); | |
| 384 EXPECT_TRUE(set.ContainsPoint(10, 10)); | |
| 385 EXPECT_TRUE(set.ContainsPoint(10, 20)); | |
| 386 EXPECT_TRUE(set.ContainsPoint(100, 100)); | |
| 387 EXPECT_TRUE(set.ContainsPoint(2000, 4000)); | |
| 388 EXPECT_TRUE(set.ContainsPoint(1, 50)); | |
| 389 EXPECT_FALSE(set.ContainsPoint(50, 1)); | |
| 390 EXPECT_FALSE(set.HasMinHeight()); | |
| 391 EXPECT_FALSE(set.HasMaxHeight()); | |
| 392 EXPECT_FALSE(set.HasMinWidth()); | |
| 393 EXPECT_FALSE(set.HasMaxWidth()); | |
| 394 EXPECT_TRUE(set.HasMinAspectRatio()); | |
| 395 EXPECT_FALSE(set.HasMaxAspectRatio()); | |
| 396 EXPECT_TRUE(set.IsHeightUnconstrained()); | |
| 397 EXPECT_TRUE(set.IsWidthUnconstrained()); | |
| 398 EXPECT_FALSE(set.IsAspectRatioUnconstrained()); | |
| 399 EXPECT_FALSE(set.IsHeightEmpty()); | |
| 400 EXPECT_FALSE(set.IsWidthEmpty()); | |
| 401 EXPECT_FALSE(set.IsAspectRatioEmpty()); | |
| 402 } | |
| 403 | |
| 404 TEST_F(MediaStreamConstraintsUtilSetsTest, ResolutionTrivialEmptiness) { | |
| 405 ResolutionSet set = ResolutionSet::FromHeight(100, 10); | |
| 406 EXPECT_TRUE(set.IsEmpty()); | |
| 407 EXPECT_TRUE(set.IsHeightEmpty()); | |
| 408 EXPECT_FALSE(set.IsWidthEmpty()); | |
| 409 EXPECT_FALSE(set.IsAspectRatioEmpty()); | |
| 410 | |
| 411 set = ResolutionSet::FromWidth(100, 10); | |
| 412 EXPECT_TRUE(set.IsEmpty()); | |
| 413 EXPECT_FALSE(set.IsHeightEmpty()); | |
| 414 EXPECT_TRUE(set.IsWidthEmpty()); | |
| 415 EXPECT_FALSE(set.IsAspectRatioEmpty()); | |
| 416 | |
| 417 set = ResolutionSet::FromAspectRatio(100.0, 10.0); | |
| 418 EXPECT_TRUE(set.IsEmpty()); | |
| 419 EXPECT_FALSE(set.IsHeightEmpty()); | |
| 420 EXPECT_FALSE(set.IsWidthEmpty()); | |
| 421 EXPECT_TRUE(set.IsAspectRatioEmpty()); | |
| 422 } | |
| 423 | |
| 424 TEST_F(MediaStreamConstraintsUtilSetsTest, ResolutionLineConstraintsEmptiness) { | |
| 425 ResolutionSet set(1, 1, 1, 1, 1, 1); | |
| 426 EXPECT_FALSE(set.IsEmpty()); | |
| 427 EXPECT_FALSE(set.ContainsPoint(0, 0)); | |
| 428 EXPECT_TRUE(set.ContainsPoint(1, 1)); | |
| 429 EXPECT_FALSE(set.ContainsPoint(1, 0)); | |
| 430 EXPECT_FALSE(set.ContainsPoint(0, 1)); | |
| 431 | |
| 432 // Three lines that do not intersect in the same point is empty. | |
| 433 set = ResolutionSet(1, 1, 1, 1, 0.5, 0.5); | |
| 434 EXPECT_TRUE(set.IsEmpty()); | |
| 435 EXPECT_TRUE(set.IsAspectRatioEmpty()); | |
| 436 EXPECT_FALSE(set.ContainsPoint(0, 0)); | |
| 437 EXPECT_FALSE(set.ContainsPoint(1, 1)); | |
| 438 EXPECT_FALSE(set.ContainsPoint(1, 0)); | |
| 439 EXPECT_FALSE(set.ContainsPoint(0, 1)); | |
| 440 } | |
| 441 | |
| 442 TEST_F(MediaStreamConstraintsUtilSetsTest, ResolutionBoxEmptiness) { | |
| 443 int kMin = 100; | |
| 444 int kMax = 200; | |
| 445 // Max aspect ratio below box. | |
| 446 ResolutionSet set(kMin, kMax, kMin, kMax, 0.4, 0.4); | |
| 447 EXPECT_TRUE(set.IsEmpty()); | |
| 448 EXPECT_TRUE(set.IsAspectRatioEmpty()); | |
| 449 | |
| 450 // Min aspect ratio above box. | |
| 451 set = ResolutionSet(kMin, kMax, kMin, kMax, 3.0, HUGE_VAL); | |
| 452 EXPECT_TRUE(set.IsEmpty()); | |
| 453 EXPECT_TRUE(set.IsAspectRatioEmpty()); | |
| 454 | |
| 455 // Min aspect ratio crosses box. | |
| 456 set = ResolutionSet(kMin, kMax, kMin, kMax, 1.0, HUGE_VAL); | |
| 457 EXPECT_FALSE(set.IsEmpty()); | |
| 458 | |
| 459 // Max aspect ratio crosses box. | |
| 460 set = ResolutionSet(kMin, kMax, kMin, kMax, 0.0, 1.0); | |
| 461 EXPECT_FALSE(set.IsEmpty()); | |
| 462 | |
| 463 // Min and max aspect ratios cross box. | |
| 464 set = ResolutionSet(kMin, kMax, kMin, kMax, 0.9, 1.1); | |
| 465 EXPECT_FALSE(set.IsEmpty()); | |
| 466 | |
| 467 // Min and max aspect ratios cover box. | |
| 468 set = ResolutionSet(kMin, kMax, kMin, kMax, 0.2, 100); | |
| 469 EXPECT_FALSE(set.IsEmpty()); | |
| 470 } | |
| 471 | |
| 472 TEST_F(MediaStreamConstraintsUtilSetsTest, ResolutionPointIntersection) { | |
| 473 ResolutionSet set1(1, 2, 1, 2, 0.0, HUGE_VAL); | |
| 474 ResolutionSet set2 = ResolutionSet::FromExactAspectRatio(0.5); | |
| 475 | |
| 476 // The intersection should contain only the point (h=2, w=1) | |
| 477 auto intersection = set1.Intersection(set2); | |
| 478 EXPECT_TRUE(intersection.ContainsPoint(2, 1)); | |
| 479 | |
| 480 // It should not contain any point in the vicinity of the included point. | |
| 481 EXPECT_FALSE(intersection.ContainsPoint(1, 0)); | |
| 482 EXPECT_FALSE(intersection.ContainsPoint(2, 0)); | |
| 483 EXPECT_FALSE(intersection.ContainsPoint(3, 0)); | |
| 484 EXPECT_FALSE(intersection.ContainsPoint(1, 1)); | |
| 485 EXPECT_FALSE(intersection.ContainsPoint(3, 1)); | |
| 486 EXPECT_FALSE(intersection.ContainsPoint(1, 2)); | |
| 487 EXPECT_FALSE(intersection.ContainsPoint(2, 2)); | |
| 488 EXPECT_FALSE(intersection.ContainsPoint(3, 2)); | |
| 489 | |
| 490 // // Intersection with either of the original sets should return the initial | |
| 491 // // intersection. | |
| 492 // EXPECT_EQ(intersection, intersection.Intersection(set1)); | |
| 493 // EXPECT_EQ(intersection, intersection.Intersection(set2)); | |
| 494 } | |
| 495 | |
| 496 TEST_F(MediaStreamConstraintsUtilSetsTest, ResolutionLineIntersection) { | |
| 497 ResolutionSet set1(1, 2, 1, 2, 0.0, HUGE_VAL); | |
| 498 ResolutionSet set2 = ResolutionSet::FromExactAspectRatio(1.0); | |
| 499 | |
| 500 // The intersection should contain (1,1) and (2,2) | |
| 501 auto intersection = set1.Intersection(set2); | |
| 502 EXPECT_TRUE(intersection.ContainsPoint(1, 1)); | |
| 503 EXPECT_TRUE(intersection.ContainsPoint(2, 2)); | |
| 504 | |
| 505 // It should not contain the other points in the bounding box. | |
| 506 EXPECT_FALSE(intersection.ContainsPoint(1, 2)); | |
| 507 EXPECT_FALSE(intersection.ContainsPoint(2, 1)); | |
| 508 | |
| 509 // // Intersection with either of the original sets should return the initial | |
| 510 // // intersection. | |
| 511 // EXPECT_EQ(intersection, intersection.Intersection(set1)); | |
| 512 // EXPECT_EQ(intersection, intersection.Intersection(set2)); | |
| 513 } | |
| 514 | |
| 515 TEST_F(MediaStreamConstraintsUtilSetsTest, ResolutionBoxIntersection) { | |
| 516 const int kMin1 = 0; | |
| 517 const int kMax1 = 2; | |
| 518 ResolutionSet set1(kMin1, kMax1, kMin1, kMax1, 0.0, HUGE_VAL); | |
| 519 | |
| 520 const int kMin2 = 1; | |
| 521 const int kMax2 = 3; | |
| 522 ResolutionSet set2(kMin2, kMax2, kMin2, kMax2, 0.0, HUGE_VAL); | |
| 523 | |
| 524 auto intersection = set1.Intersection(set2); | |
| 525 for (int i = kMin1; i <= kMax2; ++i) { | |
| 526 for (int j = kMin1; j <= kMax2; ++j) { | |
| 527 if (i >= kMin2 && j >= kMin2 && i <= kMax1 && j <= kMax1) | |
| 528 EXPECT_TRUE(intersection.ContainsPoint(i, j)); | |
| 529 else | |
| 530 EXPECT_FALSE(intersection.ContainsPoint(i, j)); | |
| 531 } | |
| 532 } | |
| 533 } | |
| 534 | |
| 535 TEST_F(MediaStreamConstraintsUtilSetsTest, ResolutionClosestPointToPointSet) { | |
| 536 const int kHeight = 10; | |
| 537 const int kWidth = 10; | |
| 538 const double kAspectRatio = 1.0; | |
| 539 ResolutionSet set(kHeight, kHeight, kWidth, kWidth, kAspectRatio, | |
| 540 kAspectRatio); | |
| 541 | |
| 542 for (int height = 0; height < 100; height += 10) { | |
| 543 for (int width = 0; width < 100; width += 10) { | |
| 544 EXPECT_EQ(P(kHeight, kWidth), set.ClosestPointTo(P(height, width))); | |
| 545 } | |
| 546 } | |
| 547 } | |
| 548 | |
| 549 TEST_F(MediaStreamConstraintsUtilSetsTest, ResolutionClosestPointToLineSet) { | |
| 550 { | |
| 551 const int kHeight = 10; | |
| 552 auto set = ResolutionSet::FromExactHeight(kHeight); | |
| 553 for (int height = 0; height < 100; height += 10) { | |
| 554 for (int width = 0; width < 100; width += 10) { | |
| 555 EXPECT_EQ(P(kHeight, width), set.ClosestPointTo(P(height, width))); | |
| 556 } | |
| 557 } | |
| 558 const int kWidth = 10; | |
| 559 set = ResolutionSet::FromExactWidth(kWidth); | |
| 560 for (int height = 0; height < 100; height += 10) { | |
| 561 for (int width = 0; width < 100; width += 10) { | |
| 562 EXPECT_EQ(P(height, kWidth), set.ClosestPointTo(P(height, width))); | |
| 563 } | |
| 564 } | |
| 565 } | |
| 566 | |
| 567 { | |
| 568 const double kAspectRatios[] = {0.0, 0.1, 0.2, 0.5, | |
| 569 1.0, 2.0, 5.0, HUGE_VAL}; | |
| 570 for (double aspect_ratio : kAspectRatios) { | |
| 571 auto set = ResolutionSet::FromExactAspectRatio(aspect_ratio); | |
| 572 for (int height = 0; height < 100; height += 10) { | |
| 573 for (int width = 0; width < 100; width += 10) { | |
| 574 Point point(height, width); | |
| 575 Point expected = | |
| 576 ProjectionOnSegmentLine(point, P(0, 0), P(1, aspect_ratio)); | |
| 577 Point actual = set.ClosestPointTo(point); | |
| 578 EXPECT_TRUE(expected.IsApproximatelyEqualTo(actual)); | |
| 579 } | |
| 580 } | |
| 581 } | |
| 582 } | |
| 583 } | |
| 584 | |
| 585 TEST_F(MediaStreamConstraintsUtilSetsTest, ResolutionClosestPointToGeneralSet) { | |
| 586 // This set contains the following vertices: | |
| 587 // (10, 10), (20, 10), (100, 50), (100, 100), (100/1.5, 100), (10, 15) | |
| 588 ResolutionSet set(10, 100, 10, 100, 0.5, 1.5); | |
| 589 | |
| 590 // Check that vertices are the closest points to themselves. | |
| 591 std::vector<Point> vertices = {P(10, 10), P(20, 10), P(100, 50), | |
| 592 P(100, 100), P(100 / 1.5, 100), P(10, 15)}; | |
| 593 for (auto& vertex : vertices) | |
| 594 EXPECT_EQ(vertex, set.ClosestPointTo(vertex)); | |
| 595 | |
| 596 // Point inside the set. | |
| 597 EXPECT_EQ(P(11, 11), set.ClosestPointTo(P(11, 11))); | |
| 598 | |
| 599 // Close to horizontal segment (10, 10) (20, 10). | |
| 600 EXPECT_EQ(P(15, 10), set.ClosestPointTo(P(15, 9))); | |
| 601 | |
| 602 // Close to horizontal segment (100, 100) (100/1.5, 100). | |
| 603 EXPECT_EQ(P(99, 100), set.ClosestPointTo(P(99, 200))); | |
| 604 | |
| 605 // Close to vertical segment (10, 15) (10, 10). | |
| 606 EXPECT_EQ(P(10, 12.5), set.ClosestPointTo(P(2, 12.5))); | |
| 607 | |
| 608 // Close to vertical segment (100, 50) (100, 100). | |
| 609 EXPECT_EQ(P(100, 75), set.ClosestPointTo(P(120, 75))); | |
| 610 | |
| 611 // Close to oblique segment (20, 10) (100, 50) | |
| 612 { | |
| 613 Point point(70, 15); | |
| 614 Point expected = ProjectionOnSegmentLine(point, P(20, 10), P(100, 50)); | |
| 615 Point actual = set.ClosestPointTo(point); | |
| 616 EXPECT_TRUE(expected.IsApproximatelyEqualTo(actual)); | |
| 617 } | |
| 618 | |
| 619 // Close to oblique segment (100/1.5, 100) (10, 15) | |
| 620 { | |
| 621 Point point(12, 70); | |
| 622 Point expected = | |
| 623 ProjectionOnSegmentLine(point, P(100 / 1.5, 100), P(10, 15)); | |
| 624 Point actual = set.ClosestPointTo(point); | |
| 625 EXPECT_TRUE(expected.IsApproximatelyEqualTo(actual)); | |
| 626 } | |
| 627 | |
| 628 // Points close to vertices. | |
| 629 EXPECT_EQ(P(10, 10), set.ClosestPointTo(P(9, 9))); | |
| 630 EXPECT_EQ(P(20, 10), set.ClosestPointTo(P(20, 9))); | |
| 631 EXPECT_EQ(P(100, 50), set.ClosestPointTo(P(101, 50))); | |
| 632 EXPECT_EQ(P(100, 100), set.ClosestPointTo(P(101, 101))); | |
| 633 EXPECT_EQ(P(100 / 1.5, 100), set.ClosestPointTo(P(100 / 1.5, 101))); | |
| 634 EXPECT_EQ(P(10, 15), set.ClosestPointTo(P(9, 15))); | |
| 635 } | |
| 636 | |
| 637 TEST_F(MediaStreamConstraintsUtilSetsTest, ResolutionIdealIntersects) { | |
| 638 ResolutionSet set(100, 1000, 100, 1000, 0.5, 2.0); | |
| 639 | |
| 640 int kIdealHeight = 500; | |
| 641 int kIdealWidth = 1000; | |
| 642 double kIdealAspectRatio = 1.5; | |
| 643 | |
| 644 // Ideal height. | |
| 645 { | |
| 646 factory_.Reset(); | |
| 647 factory_.basic().height.setIdeal(kIdealHeight); | |
| 648 Point point = set.SelectClosestPointToIdeal( | |
| 649 factory_.CreateWebMediaConstraints().basic()); | |
| 650 EXPECT_DOUBLE_EQ(kIdealHeight, point.height()); | |
| 651 } | |
| 652 | |
| 653 // Ideal width. | |
| 654 { | |
| 655 factory_.Reset(); | |
| 656 factory_.basic().width.setIdeal(kIdealWidth); | |
| 657 Point point = set.SelectClosestPointToIdeal( | |
| 658 factory_.CreateWebMediaConstraints().basic()); | |
| 659 EXPECT_DOUBLE_EQ(kIdealWidth, point.width()); | |
| 660 EXPECT_DOUBLE_EQ(kIdealWidth / MediaStreamVideoSource::kDefaultAspectRatio, | |
| 661 point.height()); | |
| 662 } | |
| 663 | |
| 664 // Ideal aspect ratio. | |
| 665 { | |
| 666 factory_.Reset(); | |
| 667 factory_.basic().aspectRatio.setIdeal(kIdealAspectRatio); | |
| 668 Point point = set.SelectClosestPointToIdeal( | |
| 669 factory_.CreateWebMediaConstraints().basic()); | |
| 670 EXPECT_DOUBLE_EQ(MediaStreamVideoSource::kDefaultHeight, point.height()); | |
| 671 EXPECT_DOUBLE_EQ(MediaStreamVideoSource::kDefaultHeight * kIdealAspectRatio, | |
| 672 point.width()); | |
| 673 } | |
| 674 | |
| 675 // Ideal height and width. | |
| 676 { | |
| 677 factory_.Reset(); | |
| 678 factory_.basic().height.setIdeal(kIdealHeight); | |
| 679 factory_.basic().width.setIdeal(kIdealWidth); | |
| 680 Point point = set.SelectClosestPointToIdeal( | |
| 681 factory_.CreateWebMediaConstraints().basic()); | |
| 682 EXPECT_DOUBLE_EQ(kIdealHeight, point.height()); | |
| 683 EXPECT_DOUBLE_EQ(kIdealWidth, point.width()); | |
| 684 } | |
| 685 | |
| 686 // Ideal height and aspect-ratio. | |
| 687 { | |
| 688 factory_.Reset(); | |
| 689 factory_.basic().height.setIdeal(kIdealHeight); | |
| 690 factory_.basic().aspectRatio.setIdeal(kIdealAspectRatio); | |
| 691 Point point = set.SelectClosestPointToIdeal( | |
| 692 factory_.CreateWebMediaConstraints().basic()); | |
| 693 EXPECT_DOUBLE_EQ(kIdealHeight, point.height()); | |
| 694 EXPECT_DOUBLE_EQ(kIdealHeight * kIdealAspectRatio, point.width()); | |
| 695 } | |
| 696 | |
| 697 // Ideal width and aspect-ratio. | |
| 698 { | |
| 699 factory_.Reset(); | |
| 700 factory_.basic().width.setIdeal(kIdealWidth); | |
| 701 factory_.basic().aspectRatio.setIdeal(kIdealAspectRatio); | |
| 702 Point point = set.SelectClosestPointToIdeal( | |
| 703 factory_.CreateWebMediaConstraints().basic()); | |
| 704 EXPECT_DOUBLE_EQ(kIdealWidth, point.width()); | |
| 705 EXPECT_DOUBLE_EQ(kIdealWidth / kIdealAspectRatio, point.height()); | |
| 706 } | |
| 707 | |
| 708 // Ideal height, width and aspect-ratio. | |
| 709 { | |
| 710 factory_.Reset(); | |
| 711 factory_.basic().height.setIdeal(kIdealHeight); | |
| 712 factory_.basic().width.setIdeal(kIdealWidth); | |
| 713 factory_.basic().aspectRatio.setIdeal(kIdealAspectRatio); | |
| 714 Point point = set.SelectClosestPointToIdeal( | |
| 715 factory_.CreateWebMediaConstraints().basic()); | |
| 716 // Ideal aspect ratio should be ignored. | |
| 717 EXPECT_DOUBLE_EQ(kIdealHeight, point.height()); | |
| 718 EXPECT_DOUBLE_EQ(kIdealWidth, point.width()); | |
| 719 } | |
| 720 } | |
| 721 | |
| 722 TEST_F(MediaStreamConstraintsUtilSetsTest, ResolutionIdealOutsideSinglePoint) { | |
| 723 // This set is a triangle with vertices (100,100), (1000,100) and (1000,1000). | |
| 724 ResolutionSet set(100, 1000, 100, 1000, 0.0, 1.0); | |
| 725 | |
| 726 int kIdealHeight = 50; | |
| 727 int kIdealWidth = 1100; | |
| 728 double kIdealAspectRatio = 0.09; | |
| 729 Point kVertex1(100, 100); | |
| 730 Point kVertex2(1000, 100); | |
| 731 Point kVertex3(1000, 1000); | |
| 732 | |
| 733 // Ideal height. | |
| 734 { | |
| 735 factory_.Reset(); | |
| 736 factory_.basic().height.setIdeal(kIdealHeight); | |
| 737 Point point = set.SelectClosestPointToIdeal( | |
| 738 factory_.CreateWebMediaConstraints().basic()); | |
| 739 EXPECT_DOUBLE_EQ(kVertex1.height(), point.height()); | |
| 740 EXPECT_DOUBLE_EQ(kVertex1.width(), point.height()); | |
| 741 } | |
| 742 | |
| 743 // Ideal width. | |
| 744 { | |
| 745 factory_.Reset(); | |
| 746 factory_.basic().width.setIdeal(kIdealWidth); | |
| 747 Point point = set.SelectClosestPointToIdeal( | |
| 748 factory_.CreateWebMediaConstraints().basic()); | |
| 749 EXPECT_DOUBLE_EQ(kVertex3.height(), point.height()); | |
| 750 EXPECT_DOUBLE_EQ(kVertex3.width(), point.width()); | |
| 751 } | |
| 752 | |
| 753 // Ideal aspect ratio. | |
| 754 { | |
| 755 factory_.Reset(); | |
| 756 factory_.basic().aspectRatio.setIdeal(kIdealAspectRatio); | |
| 757 Point point = set.SelectClosestPointToIdeal( | |
| 758 factory_.CreateWebMediaConstraints().basic()); | |
| 759 EXPECT_DOUBLE_EQ(kVertex2.height(), point.height()); | |
| 760 EXPECT_DOUBLE_EQ(kVertex2.width(), point.width()); | |
| 761 } | |
| 762 | |
| 763 // Ideal height and width. | |
| 764 { | |
| 765 factory_.Reset(); | |
| 766 factory_.basic().height.setIdeal(kIdealHeight); | |
| 767 factory_.basic().width.setIdeal(kIdealWidth); | |
| 768 Point point = set.SelectClosestPointToIdeal( | |
| 769 factory_.CreateWebMediaConstraints().basic()); | |
| 770 Point expected = set.ClosestPointTo(Point(kIdealHeight, kIdealWidth)); | |
| 771 EXPECT_DOUBLE_EQ(expected.height(), point.height()); | |
| 772 EXPECT_DOUBLE_EQ(expected.width(), point.width()); | |
| 773 } | |
| 774 | |
| 775 // Ideal height and aspect-ratio. | |
| 776 { | |
| 777 factory_.Reset(); | |
| 778 factory_.basic().height.setIdeal(kIdealHeight); | |
| 779 factory_.basic().aspectRatio.setIdeal(kIdealAspectRatio); | |
| 780 Point point = set.SelectClosestPointToIdeal( | |
| 781 factory_.CreateWebMediaConstraints().basic()); | |
| 782 Point expected = set.ClosestPointTo( | |
| 783 Point(kIdealHeight, kIdealHeight * kIdealAspectRatio)); | |
| 784 EXPECT_DOUBLE_EQ(expected.height(), point.height()); | |
| 785 EXPECT_DOUBLE_EQ(expected.width(), point.width()); | |
| 786 } | |
| 787 | |
| 788 // Ideal width and aspect-ratio. | |
| 789 { | |
| 790 factory_.Reset(); | |
| 791 factory_.basic().width.setIdeal(kIdealWidth); | |
| 792 factory_.basic().aspectRatio.setIdeal(kIdealAspectRatio); | |
| 793 Point point = set.SelectClosestPointToIdeal( | |
| 794 factory_.CreateWebMediaConstraints().basic()); | |
| 795 Point expected = | |
| 796 set.ClosestPointTo(Point(kIdealWidth / kIdealAspectRatio, kIdealWidth)); | |
| 797 EXPECT_DOUBLE_EQ(expected.height(), point.height()); | |
| 798 EXPECT_DOUBLE_EQ(expected.width(), point.width()); | |
| 799 } | |
| 800 | |
| 801 // Ideal height, width and aspect-ratio. | |
| 802 { | |
| 803 factory_.Reset(); | |
| 804 factory_.basic().height.setIdeal(kIdealHeight); | |
| 805 factory_.basic().width.setIdeal(kIdealWidth); | |
| 806 factory_.basic().aspectRatio.setIdeal(kIdealAspectRatio); | |
| 807 Point point = set.SelectClosestPointToIdeal( | |
| 808 factory_.CreateWebMediaConstraints().basic()); | |
| 809 Point expected = set.ClosestPointTo(Point(kIdealHeight, kIdealWidth)); | |
| 810 EXPECT_DOUBLE_EQ(expected.height(), point.height()); | |
| 811 EXPECT_DOUBLE_EQ(expected.width(), point.width()); | |
| 812 } | |
| 813 } | |
| 814 | |
| 815 TEST_F(MediaStreamConstraintsUtilSetsTest, | |
| 816 ResolutionIdealOutsideMultiplePoints) { | |
| 817 // This set is a triangle with vertices (100,100), (1000,100) and (1000,1000). | |
| 818 ResolutionSet set(100, 1000, 100, 1000, 0.0, 1.0); | |
| 819 | |
| 820 int kIdealHeight = 1100; | |
| 821 int kIdealWidth = 50; | |
| 822 double kIdealAspectRatio = 11.0; | |
| 823 Point kVertex1(100, 100); | |
| 824 Point kVertex2(1000, 100); | |
| 825 Point kVertex3(1000, 1000); | |
| 826 | |
| 827 // Ideal height. | |
| 828 { | |
| 829 factory_.Reset(); | |
| 830 factory_.basic().height.setIdeal(kIdealHeight); | |
| 831 Point point = set.SelectClosestPointToIdeal( | |
| 832 factory_.CreateWebMediaConstraints().basic()); | |
| 833 // Parallel to the side between kVertex2 and kVertex3. Point closest to | |
| 834 // default aspect ratio is kVertex3. | |
| 835 EXPECT_DOUBLE_EQ(kVertex3.height(), point.height()); | |
| 836 EXPECT_DOUBLE_EQ(kVertex3.width(), point.height()); | |
| 837 } | |
| 838 | |
| 839 // Ideal width. | |
| 840 { | |
| 841 factory_.Reset(); | |
| 842 factory_.basic().width.setIdeal(kIdealWidth); | |
| 843 Point point = set.SelectClosestPointToIdeal( | |
| 844 factory_.CreateWebMediaConstraints().basic()); | |
| 845 // Parallel to the side between kVertex1 and kVertex2. Point closest to | |
| 846 // default aspect ratio is kVertex1. | |
| 847 EXPECT_DOUBLE_EQ(kVertex1.height(), point.height()); | |
| 848 EXPECT_DOUBLE_EQ(kVertex1.width(), point.width()); | |
| 849 } | |
| 850 | |
| 851 // Ideal aspect ratio. | |
| 852 { | |
| 853 factory_.Reset(); | |
| 854 factory_.basic().aspectRatio.setIdeal(kIdealAspectRatio); | |
| 855 Point point = set.SelectClosestPointToIdeal( | |
| 856 factory_.CreateWebMediaConstraints().basic()); | |
| 857 // The side between kVertex1 and kVertex3 is closest. The points closest to | |
| 858 // default dimensions are (kDefaultHeight, kDefaultHeight * AR) | |
| 859 // and (kDefaultWidth / AR, kDefaultWidth). Since the aspect ratio of the | |
| 860 // polygon side is less than the default, the algorithm preserves the | |
| 861 // default width. | |
| 862 EXPECT_DOUBLE_EQ( | |
| 863 MediaStreamVideoSource::kDefaultWidth / kVertex1.AspectRatio(), | |
| 864 point.height()); | |
| 865 EXPECT_DOUBLE_EQ(MediaStreamVideoSource::kDefaultWidth, point.width()); | |
| 866 } | |
| 867 } | |
| 868 | |
| 869 TEST_F(MediaStreamConstraintsUtilSetsTest, ResolutionVertices) { | |
| 870 // Empty set. | |
| 871 { | |
| 872 ResolutionSet set(1000, 100, 1000, 100, 0.5, 1.5); | |
| 873 ASSERT_TRUE(set.IsEmpty()); | |
| 874 auto vertices = set.ComputeVertices(); | |
| 875 EXPECT_EQ(0U, vertices.size()); | |
| 876 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 877 } | |
| 878 | |
| 879 // Three lines that intersect at the same point. | |
| 880 { | |
| 881 ResolutionSet set(1, 1, 1, 1, 1, 1); | |
| 882 EXPECT_FALSE(set.IsEmpty()); | |
| 883 auto vertices = set.ComputeVertices(); | |
| 884 EXPECT_EQ(1U, vertices.size()); | |
| 885 VerticesContain(vertices, Point(1, 1)); | |
| 886 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 887 } | |
| 888 | |
| 889 // A line segment with the lower-left and upper-right corner of the box. | |
| 890 { | |
| 891 ResolutionSet set(0, 100, 0, 100, 1.0, 1.0); | |
| 892 EXPECT_FALSE(set.IsEmpty()); | |
| 893 auto vertices = set.ComputeVertices(); | |
| 894 EXPECT_EQ(2U, vertices.size()); | |
| 895 VerticesContain(vertices, Point(0, 0)); | |
| 896 VerticesContain(vertices, Point(100, 100)); | |
| 897 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 898 | |
| 899 set = ResolutionSet(0, 100, 0, 100, 1.0, HUGE_VAL); | |
| 900 EXPECT_FALSE(set.IsEmpty()); | |
| 901 vertices = set.ComputeVertices(); | |
| 902 EXPECT_EQ(3U, vertices.size()); | |
| 903 VerticesContain(vertices, Point(0, 0)); | |
| 904 VerticesContain(vertices, Point(100, 100)); | |
| 905 VerticesContain(vertices, Point(0, 100)); | |
| 906 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 907 | |
| 908 set = ResolutionSet(0, 100, 0, 100, 0, 1.0); | |
| 909 EXPECT_FALSE(set.IsEmpty()); | |
| 910 vertices = set.ComputeVertices(); | |
| 911 EXPECT_EQ(3U, vertices.size()); | |
| 912 VerticesContain(vertices, Point(0, 0)); | |
| 913 VerticesContain(vertices, Point(100, 100)); | |
| 914 VerticesContain(vertices, Point(100, 0)); | |
| 915 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 916 } | |
| 917 | |
| 918 // A line segment that crosses the bottom and right sides of the box. | |
| 919 { | |
| 920 const double kAspectRatio = 50.0 / 75.0; | |
| 921 ResolutionSet set(50, 100, 50, 100, kAspectRatio, kAspectRatio); | |
| 922 auto vertices = set.ComputeVertices(); | |
| 923 EXPECT_EQ(2U, vertices.size()); | |
| 924 VerticesContain(vertices, Point(50 / kAspectRatio, 50)); | |
| 925 VerticesContain(vertices, Point(100, 100.0 * kAspectRatio)); | |
| 926 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 927 | |
| 928 set = ResolutionSet(50, 100, 50, 100, kAspectRatio, HUGE_VAL); | |
| 929 vertices = set.ComputeVertices(); | |
| 930 EXPECT_EQ(5U, vertices.size()); | |
| 931 VerticesContain(vertices, Point(50 / kAspectRatio, 50)); | |
| 932 VerticesContain(vertices, Point(100, 100.0 * kAspectRatio)); | |
| 933 VerticesContain(vertices, Point(50, 50)); | |
| 934 VerticesContain(vertices, Point(50, 100)); | |
| 935 VerticesContain(vertices, Point(100, 100)); | |
| 936 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 937 | |
| 938 set = ResolutionSet(50, 100, 50, 100, 0.0, kAspectRatio); | |
| 939 vertices = set.ComputeVertices(); | |
| 940 EXPECT_EQ(3U, vertices.size()); | |
| 941 VerticesContain(vertices, Point(50 / kAspectRatio, 50)); | |
| 942 VerticesContain(vertices, Point(100, 100.0 * kAspectRatio)); | |
| 943 VerticesContain(vertices, Point(100, 50)); | |
| 944 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 945 } | |
| 946 | |
| 947 // A line segment that crosses the left and top sides of the box. | |
| 948 { | |
| 949 const double kAspectRatio = 75.0 / 50.0; | |
| 950 ResolutionSet set(50, 100, 50, 100, kAspectRatio, kAspectRatio); | |
| 951 auto vertices = set.ComputeVertices(); | |
| 952 EXPECT_EQ(2U, vertices.size()); | |
| 953 VerticesContain(vertices, Point(50, 50 * kAspectRatio)); | |
| 954 VerticesContain(vertices, Point(100 / kAspectRatio, 100)); | |
| 955 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 956 | |
| 957 set = ResolutionSet(50, 100, 50, 100, kAspectRatio, HUGE_VAL); | |
| 958 vertices = set.ComputeVertices(); | |
| 959 EXPECT_EQ(3U, vertices.size()); | |
| 960 VerticesContain(vertices, Point(50, 50 * kAspectRatio)); | |
| 961 VerticesContain(vertices, Point(100 / kAspectRatio, 100)); | |
| 962 VerticesContain(vertices, Point(50, 100)); | |
| 963 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 964 | |
| 965 set = ResolutionSet(50, 100, 50, 100, 0.0, kAspectRatio); | |
| 966 vertices = set.ComputeVertices(); | |
| 967 EXPECT_EQ(5U, vertices.size()); | |
| 968 VerticesContain(vertices, Point(50, 50 * kAspectRatio)); | |
| 969 VerticesContain(vertices, Point(100 / kAspectRatio, 100)); | |
| 970 VerticesContain(vertices, Point(50, 50)); | |
| 971 VerticesContain(vertices, Point(100, 100)); | |
| 972 VerticesContain(vertices, Point(100, 50)); | |
| 973 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 974 } | |
| 975 | |
| 976 // An aspect ratio constraint crosses the bottom and top sides of the box. | |
| 977 { | |
| 978 const double kAspectRatio = 75.0 / 50.0; | |
| 979 ResolutionSet set(0, 100, 50, 100, kAspectRatio, kAspectRatio); | |
| 980 auto vertices = set.ComputeVertices(); | |
| 981 EXPECT_EQ(2U, vertices.size()); | |
| 982 VerticesContain(vertices, Point(50 / kAspectRatio, 50)); | |
| 983 VerticesContain(vertices, Point(100 / kAspectRatio, 100)); | |
| 984 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 985 | |
| 986 set = ResolutionSet(0, 100, 50, 100, kAspectRatio, HUGE_VAL); | |
| 987 vertices = set.ComputeVertices(); | |
| 988 EXPECT_EQ(4U, vertices.size()); | |
| 989 VerticesContain(vertices, Point(50 / kAspectRatio, 50)); | |
| 990 VerticesContain(vertices, Point(100 / kAspectRatio, 100)); | |
| 991 VerticesContain(vertices, Point(0, 50)); | |
| 992 VerticesContain(vertices, Point(0, 100)); | |
| 993 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 994 | |
| 995 set = ResolutionSet(0, 100, 50, 100, 0.0, kAspectRatio); | |
| 996 vertices = set.ComputeVertices(); | |
| 997 EXPECT_EQ(4U, vertices.size()); | |
| 998 VerticesContain(vertices, Point(50 / kAspectRatio, 50)); | |
| 999 VerticesContain(vertices, Point(100 / kAspectRatio, 100)); | |
| 1000 VerticesContain(vertices, Point(100, 50)); | |
| 1001 VerticesContain(vertices, Point(100, 100)); | |
| 1002 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1003 } | |
| 1004 | |
| 1005 // An aspect-ratio constraint crosses the left and right sides of the box. | |
| 1006 { | |
| 1007 const double kAspectRatio = 75.0 / 50.0; | |
| 1008 ResolutionSet set(50, 100, 0, 200, kAspectRatio, kAspectRatio); | |
| 1009 auto vertices = set.ComputeVertices(); | |
| 1010 // This one fails if floating-point precision is too high. | |
| 1011 EXPECT_EQ(2U, vertices.size()); | |
| 1012 VerticesContain(vertices, Point(50, 50 * kAspectRatio)); | |
| 1013 VerticesContain(vertices, Point(100, 100 * kAspectRatio)); | |
| 1014 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1015 | |
| 1016 set = ResolutionSet(50, 100, 0, 200, kAspectRatio, HUGE_VAL); | |
| 1017 vertices = set.ComputeVertices(); | |
| 1018 // This one fails if floating-point precision is too high. | |
| 1019 EXPECT_EQ(4U, vertices.size()); | |
| 1020 VerticesContain(vertices, Point(50, 50 * kAspectRatio)); | |
| 1021 VerticesContain(vertices, Point(100, 100 * kAspectRatio)); | |
| 1022 VerticesContain(vertices, Point(50, 200)); | |
| 1023 VerticesContain(vertices, Point(100, 200)); | |
| 1024 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1025 | |
| 1026 set = ResolutionSet(50, 100, 0, 200, 0.0, kAspectRatio); | |
| 1027 vertices = set.ComputeVertices(); | |
| 1028 EXPECT_EQ(4U, vertices.size()); | |
| 1029 VerticesContain(vertices, Point(50, 50 * kAspectRatio)); | |
| 1030 VerticesContain(vertices, Point(100, 100 * kAspectRatio)); | |
| 1031 VerticesContain(vertices, Point(50, 0)); | |
| 1032 VerticesContain(vertices, Point(100, 0)); | |
| 1033 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1034 } | |
| 1035 | |
| 1036 // Aspect-ratio lines touch the corners of the box. | |
| 1037 { | |
| 1038 ResolutionSet set(50, 100, 50, 100, 0.5, 2.0); | |
| 1039 auto vertices = set.ComputeVertices(); | |
| 1040 EXPECT_EQ(4U, vertices.size()); | |
| 1041 VerticesContain(vertices, Point(50, 50)); | |
| 1042 VerticesContain(vertices, Point(100, 50)); | |
| 1043 VerticesContain(vertices, Point(50, 100)); | |
| 1044 VerticesContain(vertices, Point(100, 100)); | |
| 1045 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1046 } | |
| 1047 | |
| 1048 // Hexagons. | |
| 1049 { | |
| 1050 ResolutionSet set(10, 100, 10, 100, 0.5, 1.5); | |
| 1051 auto vertices = set.ComputeVertices(); | |
| 1052 EXPECT_EQ(6U, vertices.size()); | |
| 1053 VerticesContain(vertices, Point(10, 10)); | |
| 1054 VerticesContain(vertices, Point(100, 100)); | |
| 1055 VerticesContain(vertices, Point(10, 10 * 1.5)); | |
| 1056 VerticesContain(vertices, Point(100 / 1.5, 100)); | |
| 1057 VerticesContain(vertices, Point(10 / 0.5, 10)); | |
| 1058 VerticesContain(vertices, Point(100, 100 * 0.5)); | |
| 1059 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1060 | |
| 1061 set = ResolutionSet(50, 100, 50, 100, 50.0 / 75.0, 75.0 / 50.0); | |
| 1062 vertices = set.ComputeVertices(); | |
| 1063 EXPECT_EQ(6U, vertices.size()); | |
| 1064 VerticesContain(vertices, Point(50, 50)); | |
| 1065 VerticesContain(vertices, Point(100, 100)); | |
| 1066 VerticesContain(vertices, Point(75, 50)); | |
| 1067 VerticesContain(vertices, Point(50, 75)); | |
| 1068 VerticesContain(vertices, Point(100, 100.0 * 50.0 / 75.0)); | |
| 1069 VerticesContain(vertices, Point(100 * 50.0 / 75.0, 100.0)); | |
| 1070 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1071 } | |
| 1072 | |
| 1073 // Both aspect-ratio constraints cross the left and top sides of the box. | |
| 1074 { | |
| 1075 ResolutionSet set(10, 100, 10, 100, 1.5, 1.7); | |
| 1076 auto vertices = set.ComputeVertices(); | |
| 1077 EXPECT_EQ(4U, vertices.size()); | |
| 1078 VerticesContain(vertices, Point(10, 10 * 1.5)); | |
| 1079 VerticesContain(vertices, Point(10, 10 * 1.7)); | |
| 1080 VerticesContain(vertices, Point(100 / 1.5, 100)); | |
| 1081 VerticesContain(vertices, Point(100 / 1.7, 100)); | |
| 1082 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1083 } | |
| 1084 | |
| 1085 // Both aspect-ratio constraints cross the left and right sides of the box. | |
| 1086 { | |
| 1087 ResolutionSet set(10, 100, 10, kUnconstrainedMaxDimension, 1.5, 1.7); | |
| 1088 auto vertices = set.ComputeVertices(); | |
| 1089 EXPECT_EQ(4U, vertices.size()); | |
| 1090 VerticesContain(vertices, Point(10, 10 * 1.5)); | |
| 1091 VerticesContain(vertices, Point(10, 10 * 1.7)); | |
| 1092 VerticesContain(vertices, Point(100, 100 * 1.5)); | |
| 1093 VerticesContain(vertices, Point(100, 100 * 1.7)); | |
| 1094 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1095 } | |
| 1096 | |
| 1097 // Both aspect-ratio constraints cross the bottom and top sides of the box. | |
| 1098 { | |
| 1099 ResolutionSet set(10, 100, 50, 100, 2.0, 4.0); | |
| 1100 auto vertices = set.ComputeVertices(); | |
| 1101 EXPECT_EQ(4U, vertices.size()); | |
| 1102 VerticesContain(vertices, Point(50 / 2.0, 50)); | |
| 1103 VerticesContain(vertices, Point(100 / 2.0, 100)); | |
| 1104 VerticesContain(vertices, Point(50 / 4.0, 50)); | |
| 1105 VerticesContain(vertices, Point(100 / 4.0, 100)); | |
| 1106 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1107 } | |
| 1108 | |
| 1109 // Both aspect-ratio constraints cross the bottom and right sides of the box. | |
| 1110 { | |
| 1111 ResolutionSet set(10, 100, 50, 100, 0.7, 0.9); | |
| 1112 auto vertices = set.ComputeVertices(); | |
| 1113 EXPECT_EQ(4U, vertices.size()); | |
| 1114 VerticesContain(vertices, Point(50 / 0.7, 50)); | |
| 1115 VerticesContain(vertices, Point(50 / 0.9, 50)); | |
| 1116 VerticesContain(vertices, Point(100, 100 * 0.7)); | |
| 1117 VerticesContain(vertices, Point(100, 100 * 0.9)); | |
| 1118 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1119 } | |
| 1120 | |
| 1121 // Pentagons. | |
| 1122 { | |
| 1123 ResolutionSet set(10, 100, 50, 100, 0.7, 4.0); | |
| 1124 auto vertices = set.ComputeVertices(); | |
| 1125 EXPECT_EQ(5U, vertices.size()); | |
| 1126 VerticesContain(vertices, Point(50 / 0.7, 50)); | |
| 1127 VerticesContain(vertices, Point(100, 100 * 0.7)); | |
| 1128 VerticesContain(vertices, Point(50 / 4.0, 50)); | |
| 1129 VerticesContain(vertices, Point(100 / 4.0, 100)); | |
| 1130 VerticesContain(vertices, Point(100, 100)); | |
| 1131 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1132 | |
| 1133 set = ResolutionSet(50, 100, 10, 100, 0.7, 1.5); | |
| 1134 vertices = set.ComputeVertices(); | |
| 1135 EXPECT_EQ(5U, vertices.size()); | |
| 1136 VerticesContain(vertices, Point(50, 50 * 0.7)); | |
| 1137 VerticesContain(vertices, Point(100, 100 * 0.7)); | |
| 1138 VerticesContain(vertices, Point(50, 50 * 1.5)); | |
| 1139 VerticesContain(vertices, Point(100 / 1.5, 100)); | |
| 1140 VerticesContain(vertices, Point(100, 100)); | |
| 1141 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1142 } | |
| 1143 | |
| 1144 // Extreme aspect ratios, for completeness. | |
| 1145 { | |
| 1146 ResolutionSet set(0, 100, 0, kUnconstrainedMaxDimension, 0.0, 0.0); | |
| 1147 auto vertices = set.ComputeVertices(); | |
| 1148 EXPECT_EQ(2U, vertices.size()); | |
| 1149 VerticesContain(vertices, Point(0, 0)); | |
| 1150 VerticesContain(vertices, Point(100, 0)); | |
| 1151 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1152 | |
| 1153 set = ResolutionSet(0, kUnconstrainedMaxDimension, 0, 100, HUGE_VAL, | |
| 1154 HUGE_VAL); | |
| 1155 vertices = set.ComputeVertices(); | |
| 1156 EXPECT_EQ(2U, vertices.size()); | |
| 1157 VerticesContain(vertices, Point(0, 0)); | |
| 1158 VerticesContain(vertices, Point(0, 100)); | |
| 1159 EXPECT_TRUE(AreValidVertices(vertices)); | |
| 1160 } | |
| 1161 } | |
| 1162 | |
| 1163 TEST_F(MediaStreamConstraintsUtilSetsTest, NumericRangeSetDouble) { | |
| 1164 using DoubleRangeSet = NumericRangeSet<double>; | |
| 1165 // Unconstrained set. | |
| 1166 DoubleRangeSet set; | |
| 1167 EXPECT_EQ(0.0, set.Min()); | |
| 1168 EXPECT_EQ(HUGE_VAL, set.Max()); | |
| 1169 EXPECT_FALSE(set.IsEmpty()); | |
| 1170 | |
| 1171 // Constrained set. | |
| 1172 const double kMin = 1.0; | |
| 1173 const double kMax = 10.0; | |
| 1174 set = DoubleRangeSet(kMin, kMax); | |
| 1175 EXPECT_EQ(kMin, set.Min()); | |
| 1176 EXPECT_EQ(kMax, set.Max()); | |
| 1177 EXPECT_FALSE(set.IsEmpty()); | |
| 1178 | |
| 1179 // Empty set. | |
| 1180 set = DoubleRangeSet(kMax, kMin); | |
| 1181 EXPECT_TRUE(set.IsEmpty()); | |
| 1182 | |
| 1183 // Intersection. | |
| 1184 set = DoubleRangeSet(kMin, kMax); | |
| 1185 const double kMin2 = 5.0; | |
| 1186 const double kMax2 = 20.0; | |
| 1187 auto intersection = set.Intersection(DoubleRangeSet(kMin2, kMax2)); | |
| 1188 EXPECT_EQ(kMin2, intersection.Min()); | |
| 1189 EXPECT_EQ(kMax, intersection.Max()); | |
| 1190 EXPECT_FALSE(intersection.IsEmpty()); | |
| 1191 | |
| 1192 // Empty intersection. | |
| 1193 intersection = set.Intersection(DoubleRangeSet(kMax + 1, HUGE_VAL)); | |
| 1194 EXPECT_TRUE(intersection.IsEmpty()); | |
| 1195 } | |
| 1196 | |
| 1197 TEST_F(MediaStreamConstraintsUtilSetsTest, DiscreteSetString) { | |
| 1198 // Unconstrained set. | |
| 1199 using StringSet = DiscreteSet<std::string>; | |
| 1200 StringSet set; | |
| 1201 EXPECT_TRUE(set.Contains("arbitrary")); | |
| 1202 EXPECT_TRUE(set.Contains("strings")); | |
| 1203 EXPECT_FALSE(set.IsEmpty()); | |
| 1204 EXPECT_TRUE(set.is_unconstrained()); | |
| 1205 EXPECT_FALSE(set.IsNonEmptyFinite()); | |
| 1206 | |
| 1207 // Constrained set. | |
| 1208 set = StringSet(std::vector<std::string>({"a", "b", "c"})); | |
| 1209 EXPECT_TRUE(set.Contains("a")); | |
| 1210 EXPECT_TRUE(set.Contains("b")); | |
| 1211 EXPECT_TRUE(set.Contains("c")); | |
| 1212 EXPECT_FALSE(set.Contains("d")); | |
| 1213 EXPECT_FALSE(set.IsEmpty()); | |
| 1214 EXPECT_FALSE(set.is_unconstrained()); | |
| 1215 EXPECT_TRUE(set.IsNonEmptyFinite()); | |
| 1216 EXPECT_EQ(std::string("a"), set.FirstElement()); | |
| 1217 | |
| 1218 // Empty set. | |
| 1219 set = StringSet::EmptySet(); | |
| 1220 EXPECT_FALSE(set.Contains("a")); | |
| 1221 EXPECT_FALSE(set.Contains("b")); | |
| 1222 EXPECT_TRUE(set.IsEmpty()); | |
| 1223 EXPECT_FALSE(set.is_unconstrained()); | |
| 1224 EXPECT_FALSE(set.IsNonEmptyFinite()); | |
| 1225 | |
| 1226 // Intersection. | |
| 1227 set = StringSet(std::vector<std::string>({"a", "b", "c"})); | |
| 1228 StringSet set2 = StringSet(std::vector<std::string>({"b", "c", "d"})); | |
| 1229 auto intersection = set.Intersection(set2); | |
| 1230 EXPECT_FALSE(intersection.Contains("a")); | |
| 1231 EXPECT_TRUE(intersection.Contains("b")); | |
| 1232 EXPECT_TRUE(intersection.Contains("c")); | |
| 1233 EXPECT_FALSE(intersection.Contains("d")); | |
| 1234 EXPECT_FALSE(intersection.IsEmpty()); | |
| 1235 EXPECT_FALSE(intersection.is_unconstrained()); | |
| 1236 EXPECT_TRUE(intersection.IsNonEmptyFinite()); | |
| 1237 EXPECT_EQ(std::string("b"), intersection.FirstElement()); | |
| 1238 | |
| 1239 // Empty intersection. | |
| 1240 set2 = StringSet(std::vector<std::string>({"d", "e", "f"})); | |
| 1241 intersection = set.Intersection(set2); | |
| 1242 EXPECT_FALSE(intersection.Contains("a")); | |
| 1243 EXPECT_FALSE(intersection.Contains("b")); | |
| 1244 EXPECT_FALSE(intersection.Contains("c")); | |
| 1245 EXPECT_FALSE(intersection.Contains("d")); | |
| 1246 EXPECT_TRUE(intersection.IsEmpty()); | |
| 1247 EXPECT_FALSE(intersection.is_unconstrained()); | |
| 1248 EXPECT_FALSE(intersection.IsNonEmptyFinite()); | |
| 1249 } | |
| 1250 | |
| 1251 TEST_F(MediaStreamConstraintsUtilSetsTest, DiscreteSetBool) { | |
| 1252 using BoolSet = DiscreteSet<bool>; | |
| 1253 // Unconstrained set. | |
| 1254 BoolSet set; | |
| 1255 EXPECT_TRUE(set.Contains(true)); | |
| 1256 EXPECT_TRUE(set.Contains(false)); | |
| 1257 EXPECT_FALSE(set.IsEmpty()); | |
| 1258 EXPECT_TRUE(set.is_unconstrained()); | |
| 1259 EXPECT_FALSE(set.IsNonEmptyFinite()); | |
| 1260 | |
| 1261 // Constrained set. | |
| 1262 set = BoolSet({true}); | |
| 1263 EXPECT_TRUE(set.Contains(true)); | |
| 1264 EXPECT_FALSE(set.Contains(false)); | |
| 1265 EXPECT_FALSE(set.IsEmpty()); | |
| 1266 EXPECT_FALSE(set.is_unconstrained()); | |
| 1267 EXPECT_TRUE(set.IsNonEmptyFinite()); | |
| 1268 EXPECT_TRUE(set.FirstElement()); | |
| 1269 | |
| 1270 set = BoolSet({false}); | |
| 1271 EXPECT_FALSE(set.Contains(true)); | |
| 1272 EXPECT_TRUE(set.Contains(false)); | |
| 1273 EXPECT_FALSE(set.IsEmpty()); | |
| 1274 EXPECT_FALSE(set.is_unconstrained()); | |
| 1275 EXPECT_TRUE(set.IsNonEmptyFinite()); | |
| 1276 EXPECT_FALSE(set.FirstElement()); | |
| 1277 | |
| 1278 // Empty set. | |
| 1279 set = BoolSet::EmptySet(); | |
| 1280 EXPECT_FALSE(set.Contains(true)); | |
| 1281 EXPECT_FALSE(set.Contains(false)); | |
| 1282 EXPECT_TRUE(set.IsEmpty()); | |
| 1283 EXPECT_FALSE(set.is_unconstrained()); | |
| 1284 EXPECT_FALSE(set.IsNonEmptyFinite()); | |
| 1285 | |
| 1286 // Intersection. | |
| 1287 set = BoolSet(); | |
| 1288 auto intersection = set.Intersection(BoolSet({true})); | |
| 1289 EXPECT_TRUE(intersection.Contains(true)); | |
| 1290 EXPECT_FALSE(intersection.Contains(false)); | |
| 1291 intersection = set.Intersection(set); | |
| 1292 EXPECT_TRUE(intersection.Contains(true)); | |
| 1293 EXPECT_TRUE(intersection.Contains(true)); | |
| 1294 | |
| 1295 // Empty intersection. | |
| 1296 set = BoolSet({true}); | |
| 1297 intersection = set.Intersection(BoolSet({false})); | |
| 1298 EXPECT_TRUE(intersection.IsEmpty()); | |
| 1299 } | |
| 1300 | |
| 1301 } // namespace content | |
| OLD | NEW |