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Lines Matching full:f

46     float f;  member
63 const float floatFaultTolarance = 0.000001f; in CheckMatrixCloseToGolden()
73 const float floatFaultTolarance = 0.000001f; in CheckMatrixCloseToGolden()
95 Matrix<float> m(std::vector<float>(numElements, 1.0f), i, j); in TEST()
98 EXPECT_EQ(m.elements(), std::vector<float>(numElements, 1.0f)); in TEST()
105 Matrix<float> m(std::vector<float>(numElements, 1.0f), i); in TEST()
108 EXPECT_EQ(m.elements(), std::vector<float>(numElements, 1.0f)); in TEST()
117 Matrix<float> m1(std::vector<float>(numElements, 2.0f), i); in TEST()
120 std::vector<float> expectedResultElements(numElements, 4.0f); in TEST()
132 Matrix<float> m1(std::vector<float>(numElements, 2.0f), i, 1); in TEST()
133 Matrix<float> m2(std::vector<float>(numElements, 2.0f), 1, j); in TEST()
138 std::vector<float> expectedResultElements(numElements, 4.0f); in TEST()
151 Matrix<float> m1(std::vector<float>(numElements, 2.0f), i, j); in TEST()
153 Matrix<float>(std::vector<float>(numElements, 2.0f), j, i); in TEST()
170 Matrix<float> m(std::vector<float>(numElements, 2.0f), i); in TEST()
171 EXPECT_EQ(m.determinant(), 0.0f); in TEST()
177 float inputElements[] = {2.0f, 5.0f, 3.0f, 7.0f};
181 float identityElements[] = {1.0f, 0.0f, 0.0f, 1.0f};
190 float inputElements[] = {11.0f, 23.0f, 37.0f, 13.0f, 29.0f, 41.0f, 19.0f, 31.0f, 43.0f};
194 float identityElements[] = {1.0f, 0.0f, 0.0f, 0.0f, 1.0f, 0.0f, 0.0f, 0.0f, 1.0f};
199 const float floatFaultTolarance = 0.000001f;
206 float inputElements[] = {29.0f, 43.0f, 61.0f, 79.0f, 31.0f, 47.0f, 67.0f, 83.0f,
207 37.0f, 53.0f, 71.0f, 89.0f, 41.0f, 59.0f, 73.0f, 97.0f};
212 1.0f, 0.0f, 0.0f, 0.0f, 0.0f, 1.0f, 0.0f, 0.0f,
213 0.0f, 0.0f, 1.0f, 0.0f, 0.0f, 0.0f, 0.0f, 1.0f,
219 const float floatFaultTolarance = 0.00001f;
229 0.0f, 1.0f, 2.0f, 3.0f, 4.0f, 5.0f, 6.0f, 7.0f, in TEST()
230 8.0f, 9.0f, 10.0f, 11.0f, 12.0f, 13.0f, 14.0f, 15.0f, in TEST()
251 Mat4 c(0.0f, 1.0f, 2.0f, 3.0f, 4.0f, 5.0f, 6.0f, 7.0f, 8.0f, 9.0f, 10.0f, 11.0f, 12.0f, 13.0f, in TEST()
252 14.0f, 15.0f); in TEST()
265 1.0f, 0.0f, 0.0f, 0.0f, 0.0f, 1.0f, 0.0f, 0.0f, in TEST()
266 0.0f, 0.0f, 1.0f, 0.0f, 0.0f, 0.0f, 0.0f, 1.0f, in TEST()
275 Mat4 r = Mat4::Rotate(0.f, Vector3(0.f, 0.f, 1.f)); in TEST()
285 {-123.2026214599609375f, in TEST()
286 Vector3(1.4951171875000000f, 8.4370708465576172f, 1.8489227294921875f)}); in TEST()
288 {-185.3049316406250000f, in TEST()
289 Vector3(8.3313980102539062f, 5.8317651748657227f, -5.5201716423034668f)}); in TEST()
291 {89.1301574707031250f, in TEST()
292 Vector3(-8.5962724685668945f, 2.4547367095947266f, -3.2461600303649902f)}); in TEST()
294 {64.2547302246093750f, in TEST()
295 Vector3(-1.9640445709228516f, -9.6942234039306641f, 9.1921043395996094f)}); in TEST()
297 {-298.5585021972656250f, in TEST()
298 Vector3(-5.3600544929504395f, -6.4333534240722656f, -5.3734750747680664f)}); in TEST()
300 {288.2606201171875000f, in TEST()
301 Vector3(-2.3043875694274902f, -9.8447618484497070f, -0.9124794006347656f)}); in TEST()
303 {142.3956298828125000f, in TEST()
304 Vector3(-1.0044975280761719f, -2.5834980010986328f, -0.8451175689697266f)}); in TEST()
306 {-140.0445861816406250f, in TEST()
307 Vector3(-1.3710060119628906f, -2.5042991638183594f, -9.7572088241577148f)}); in TEST()
309 {-338.5443420410156250f, in TEST()
310 Vector3(6.8056621551513672f, 2.7508878707885742f, -5.8343429565429688f)}); in TEST()
312 {79.0578613281250000f, in TEST()
313 Vector3(9.0518493652343750f, -5.5615901947021484f, 6.3559799194335938f)}); in TEST()
315 {4464.6367187500000000f, in TEST()
316 Vector3(-53.9424285888671875f, -10.3614959716796875f, 54.3564453125000000f)}); in TEST()
318 {-2820.6347656250000000f, in TEST()
319 Vector3(62.1694793701171875f, 82.4977569580078125f, -60.0084800720214844f)}); in TEST()
321 {3371.0527343750000000f, in TEST()
322 Vector3(-74.5660324096679688f, -31.3026275634765625f, 96.7252349853515625f)}); in TEST()
324 {5501.7167968750000000f, in TEST()
325 Vector3(15.0308380126953125f, 23.2323913574218750f, 66.8295593261718750f)}); in TEST()
327 {392.1757812500000000f, in TEST()
328 Vector3(36.5722198486328125f, 69.2820892333984375f, 24.1789474487304688f)}); in TEST()
330 {-2206.7138671875000000f, in TEST()
331 Vector3(-91.5292282104492188f, 68.2716674804687500f, 42.0627288818359375f)}); in TEST()
333 {-4648.8623046875000000f, in TEST()
334 Vector3(50.7790374755859375f, 43.3964080810546875f, -36.3877525329589844f)}); in TEST()
336 {2794.6015625000000000f, in TEST()
337 Vector3(76.2934265136718750f, 63.4901885986328125f, 79.5993041992187500f)}); in TEST()
339 {2294.6787109375000000f, in TEST()
340 Vector3(-81.3662338256835938f, 77.6944580078125000f, 10.8423461914062500f)}); in TEST()
342 {2451.0468750000000000f, in TEST()
343 Vector3(-80.6299896240234375f, 51.8244628906250000f, 13.6877517700195312f)}); in TEST()
345 -0.5025786161422729f, in TEST()
346 0.0775775760412216f, in TEST()
347 0.8610438108444214f, in TEST()
348 0.0000000000000000f, in TEST()
349 0.4305581450462341f, in TEST()
350 0.8861245512962341f, in TEST()
351 0.1714731603860855f, in TEST()
352 0.0000000000000000f, in TEST()
353 -0.7496895790100098f, in TEST()
354 0.4569081664085388f, in TEST()
355 -0.4787489175796509f, in TEST()
356 0.0000000000000000f, in TEST()
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363 0.0388860106468201f, in TEST()
364 0.6800884604454041f, in TEST()
365 -0.7320981621742249f, in TEST()
366 0.0000000000000000f, in TEST()
367 0.7683026194572449f, in TEST()
368 -0.4887983798980713f, in TEST()
369 -0.4132642149925232f, in TEST()
370 0.0000000000000000f, in TEST()
371 -0.6389046907424927f, in TEST()
372 -0.5464027523994446f, in TEST()
373 -0.5415209531784058f, in TEST()
374 -0.0000000000000000f, in TEST()
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376 0.0000000000000000f, in TEST()
377 0.0000000000000000f, in TEST()
378 1.0000000000000000f, in TEST()
381 0.8196773529052734f, in TEST()
382 -0.5709969997406006f, in TEST()
383 0.0457325875759125f, in TEST()
384 0.0000000000000000f, in TEST()
385 0.1115358471870422f, in TEST()
386 0.0807825028896332f, in TEST()
387 -0.9904716014862061f, in TEST()
388 0.0000000000000000f, in TEST()
389 0.5618618726730347f, in TEST()
390 0.8169679641723633f, in TEST()
391 0.1299021989107132f, in TEST()
392 0.0000000000000000f, in TEST()
393 0.0000000000000000f, in TEST()
394 0.0000000000000000f, in TEST()
395 0.0000000000000000f, in TEST()
396 1.0000000000000000f, in TEST()
399 0.4463376104831696f, in TEST()
400 0.6722379326820374f, in TEST()
401 0.5906597971916199f, in TEST()
402 0.0000000000000000f, in TEST()
403 -0.5541059374809265f, in TEST()
404 0.7259115576744080f, in TEST()
405 -0.4074544310569763f, in TEST()
406 0.0000000000000000f, in TEST()
407 -0.7026730179786682f, in TEST()
408 -0.1454258561134338f, in TEST()
409 0.6964926123619080f, in TEST()
410 0.0000000000000000f, in TEST()
411 0.0000000000000000f, in TEST()
412 0.0000000000000000f, in TEST()
413 0.0000000000000000f, in TEST()
414 1.0000000000000000f, in TEST()
417 0.6295375227928162f, in TEST()
418 -0.2925493717193604f, in TEST()
419 0.7197898030281067f, in TEST()
420 0.0000000000000000f, in TEST()
421 0.6561784744262695f, in TEST()
422 0.6962769031524658f, in TEST()
423 -0.2909094095230103f, in TEST()
424 0.0000000000000000f, in TEST()
425 -0.4160676598548889f, in TEST()
426 0.6554489731788635f, in TEST()
427 0.6302970647811890f, in TEST()
428 0.0000000000000000f, in TEST()
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430 0.0000000000000000f, in TEST()
431 0.0000000000000000f, in TEST()
432 1.0000000000000000f, in TEST()
435 0.3487194776535034f, in TEST()
436 0.2365041077136993f, in TEST()
437 -0.9068960547447205f, in TEST()
438 0.0000000000000000f, in TEST()
439 0.0657925531268120f, in TEST()
440 0.9590729475021362f, in TEST()
441 0.2754095196723938f, in TEST()
442 0.0000000000000000f, in TEST()
443 0.9349150061607361f, in TEST()
444 -0.1557076722383499f, in TEST()
445 0.3188872337341309f, in TEST()
446 0.0000000000000000f, in TEST()
447 0.0000000000000000f, in TEST()
448 0.0000000000000000f, in TEST()
449 0.0000000000000000f, in TEST()
450 1.0000000000000000f, in TEST()
453 -0.5768983364105225f, in TEST()
454 0.3758956193923950f, in TEST()
455 0.7251832485198975f, in TEST()
456 0.0000000000000000f, in TEST()
457 0.7318079471588135f, in TEST()
458 0.6322251558303833f, in TEST()
459 0.2544573545455933f, in TEST()
460 0.0000000000000000f, in TEST()
461 -0.3628296852111816f, in TEST()
462 0.6774909496307373f, in TEST()
463 -0.6398130059242249f, in TEST()
464 0.0000000000000000f, in TEST()
465 0.0000000000000000f, in TEST()
466 0.0000000000000000f, in TEST()
467 0.0000000000000000f, in TEST()
468 1.0000000000000000f, in TEST()
471 -0.7344170808792114f, in TEST()
472 0.6750319004058838f, in TEST()
473 0.0704519301652908f, in TEST()
474 0.0000000000000000f, in TEST()
475 -0.5576634407043457f, in TEST()
476 -0.6593509316444397f, in TEST()
477 0.5042498111724854f, in TEST()
478 0.0000000000000000f, in TEST()
479 0.3868372440338135f, in TEST()
480 0.3310411870479584f, in TEST()
481 0.8606789708137512f, in TEST()
482 0.0000000000000000f, in TEST()
483 0.0000000000000000f, in TEST()
484 0.0000000000000000f, in TEST()
485 0.0000000000000000f, in TEST()
486 1.0000000000000000f, in TEST()
489 0.9672066569328308f, in TEST()
490 -0.2128375321626663f, in TEST()
491 -0.1386056393384933f, in TEST()
492 0.0000000000000000f, in TEST()
493 0.2423491925001144f, in TEST()
494 0.9366652965545654f, in TEST()
495 0.2528339624404907f, in TEST()
496 0.0000000000000000f, in TEST()
497 0.0760145336389542f, in TEST()
498 -0.2781336307525635f, in TEST()
499 0.9575299024581909f, in TEST()
500 0.0000000000000000f, in TEST()
501 0.0000000000000000f, in TEST()
502 0.0000000000000000f, in TEST()
503 0.0000000000000000f, in TEST()
504 1.0000000000000000f, in TEST()
507 0.6229416728019714f, in TEST()
508 0.2379529774188995f, in TEST()
509 0.7451993227005005f, in TEST()
510 0.0000000000000000f, in TEST()
511 -0.7701886892318726f, in TEST()
512 0.3533243536949158f, in TEST()
513 0.5310096740722656f, in TEST()
514 0.0000000000000000f, in TEST()
515 -0.1369417309761047f, in TEST()
516 -0.9047321081161499f, in TEST()
517 0.4033691287040710f, in TEST()
518 0.0000000000000000f, in TEST()
519 0.0000000000000000f, in TEST()
520 0.0000000000000000f, in TEST()
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522 1.0000000000000000f, in TEST()
525 0.0691163539886475f, in TEST()
526 0.5770183801651001f, in TEST()
527 -0.8138013482093811f, in TEST()
528 0.0000000000000000f, in TEST()
529 -0.2371776401996613f, in TEST()
530 -0.7828579545021057f, in TEST()
531 -0.5752218365669250f, in TEST()
532 -0.0000000000000000f, in TEST()
533 -0.9690044522285461f, in TEST()
534 0.2327727228403091f, in TEST()
535 0.0827475786209106f, in TEST()
536 0.0000000000000000f, in TEST()
537 0.0000000000000000f, in TEST()
538 0.0000000000000000f, in TEST()
539 0.0000000000000000f, in TEST()
540 1.0000000000000000f, in TEST()
543 0.6423799991607666f, in TEST()
544 -0.2559574246406555f, in TEST()
545 -0.7223805189132690f, in TEST()
546 0.0000000000000000f, in TEST()
547 0.6084498763084412f, in TEST()
548 0.7434381246566772f, in TEST()
549 0.2776480317115784f, in TEST()
550 0.0000000000000000f, in TEST()
551 0.4659791886806488f, in TEST()
552 -0.6178879141807556f, in TEST()
553 0.6333070397377014f, in TEST()
554 0.0000000000000000f, in TEST()
555 0.0000000000000000f, in TEST()
556 0.0000000000000000f, in TEST()
557 0.0000000000000000f, in TEST()
558 1.0000000000000000f, in TEST()
561 -0.0772442221641541f, in TEST()
562 0.8218145370483398f, in TEST()
563 -0.5644945502281189f, in TEST()
564 0.0000000000000000f, in TEST()
565 -0.3352625370025635f, in TEST()
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567 -0.7615703344345093f, in TEST()
568 -0.0000000000000000f, in TEST()
569 -0.9389528036117554f, in TEST()
570 0.1304270327091217f, in TEST()
571 0.3183652758598328f, in TEST()
572 0.0000000000000000f, in TEST()
573 0.0000000000000000f, in TEST()
574 0.0000000000000000f, in TEST()
575 0.0000000000000000f, in TEST()
576 1.0000000000000000f, in TEST()
579 -0.1511210501194000f, in TEST()
580 0.9849811196327209f, in TEST()
581 -0.0835132896900177f, in TEST()
582 0.0000000000000000f, in TEST()
583 -0.8243820667266846f, in TEST()
584 -0.0789582207798958f, in TEST()
585 0.5604994893074036f, in TEST()
586 0.0000000000000000f, in TEST()
587 0.5454874038696289f, in TEST()
588 0.1535501033067703f, in TEST()
589 0.8239331245422363f, in TEST()
590 0.0000000000000000f, in TEST()
591 0.0000000000000000f, in TEST()
592 0.0000000000000000f, in TEST()
593 0.0000000000000000f, in TEST()
594 1.0000000000000000f, in TEST()
597 0.8769769668579102f, in TEST()
598 0.2149325907230377f, in TEST()
599 -0.4297852218151093f, in TEST()
600 0.0000000000000000f, in TEST()
601 -0.0991527736186981f, in TEST()
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604 0.0000000000000000f, in TEST()
605 0.4701915681362152f, in TEST()
606 -0.1992645263671875f, in TEST()
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612 1.0000000000000000f, in TEST()
615 0.8634905815124512f, in TEST()
616 -0.3842780590057373f, in TEST()
617 0.3266716897487640f, in TEST()
618 0.0000000000000000f, in TEST()
619 0.1189628839492798f, in TEST()
620 0.7845909595489502f, in TEST()
621 0.6084939241409302f, in TEST()
622 0.0000000000000000f, in TEST()
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627 0.0000000000000000f, in TEST()
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630 1.0000000000000000f, in TEST()
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635 -0.3410238325595856f, in TEST()
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638 0.9028221964836121f, in TEST()
639 0.3058805167675018f, in TEST()
640 0.0000000000000000f, in TEST()
641 0.2490032464265823f, in TEST()
642 -0.3845224678516388f, in TEST()
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666 1.0000000000000000f, in TEST()
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698 0.0000000000000000f, in TEST()
699 0.0000000000000000f, in TEST()
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702 1.0000000000000000f, in TEST()
719 1.0f, 0.0f, 0.0f, 0.0f, 0.0f, 1.0f, 0.0f, 0.0f, in TEST()
720 0.0f, 0.0f, 1.0f, 0.0f, 0.0f, 0.0f, 0.0f, 1.0f, in TEST()
729 Mat4 r = Mat4::Translate(Vector3(0.f, 0.f, 0.f)); in TEST()
736 1.0f, 0.0f, 0.0f, 0.0f, 0.0f, 1.0f, 0.0f, 0.0f, in TEST()
737 0.0f, 0.0f, 1.0f, 0.0f, 1.0f, 1.0f, 1.0f, 1.0f, in TEST()
741 1.0f, 0.0f, 0.0f, 0.0f, 0.0f, 1.0f, 0.0f, 0.0f, in TEST()
742 0.0f, 0.0f, 1.0f, 0.0f, 2.0f, 2.0f, 2.0f, 1.0f, in TEST()
748 Mat4 t1 = Mat4::Translate(Vector3(1.f, 1.f, 1.f)); in TEST()
749 Mat4 t2 = Mat4::Translate(Vector3(2.f, 2.f, 2.f)); in TEST()
763 1.0f, 0.0f, 0.0f, 0.0f, 0.0f, 1.0f, 0.0f, 0.0f, in TEST()
764 0.0f, 0.0f, 1.0f, 0.0f, 0.0f, 0.0f, 0.0f, 1.0f, in TEST()
773 Mat4 r = Mat4::Scale(Vector3(1.f, 1.f, 1.f)); in TEST()
780 2.0f, 0.0f, 0.0f, 0.0f, 0.0f, 2.0f, 0.0f, 0.0f, in TEST()
781 0.0f, 0.0f, 2.0f, 0.0f, 0.0f, 0.0f, 0.0f, 1.0f, in TEST()
785 4.0f, 0.0f, 0.0f, 0.0f, 0.0f, 4.0f, 0.0f, 0.0f, in TEST()
786 0.0f, 0.0f, 4.0f, 0.0f, 0.0f, 0.0f, 0.0f, 1.0f, in TEST()
792 Mat4 t2 = Mat4::Scale(Vector3(2.f, 2.f, 2.f)); in TEST()
808 frustumGoldenInputs.push_back({6.5640869140625000f, 2.6196002960205078f, 7.6299438476562500f, in TEST()
809 -3.5341463088989258f, 1.5971517562866211f, 3.3254327774047852f}); in TEST()
810 frustumGoldenInputs.push_back({-9.4570913314819336f, -5.3334407806396484f, 0.8660326004028320f, in TEST()
811 -4.5830192565917969f, -6.7980914115905762f, in TEST()
812 4.4744148254394531f}); in TEST()
813 frustumGoldenInputs.push_back({1.4876422882080078f, 2.8094434738159180f, -1.6803054809570312f, in TEST()
814 -0.8823823928833008f, 9.7977848052978516f, in TEST()
815 -8.6204166412353516f}); in TEST()
816 frustumGoldenInputs.push_back({-3.3456401824951172f, 9.8235015869140625f, 3.5869121551513672f, in TEST()
817 5.2356719970703125f, -4.0609388351440430f, 7.7973194122314453f}); in TEST()
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2402 Mat4 r = Mat4::Translate(Vector3(1.f, 1.f, 1.f)); in TEST()
2405 Mat4 s = Mat4::Translate(Vector3(2.f, 2.f, 2.f)); in TEST()
2416 c(0, 0) += 0.000001f; in TEST()
2428 bData[i] += 0.09f; in TEST()
2431 EXPECT_TRUE(a.nearlyEqual(0.1f, b)); in TEST()
2435 bData[i] -= 2 * 0.09f; in TEST()
2438 EXPECT_TRUE(a.nearlyEqual(0.1f, b)); in TEST()