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2face !!T7ModEm7GA MpUW3f^0 09/30/26 (Wed) 19:11:22 №4125416 [Quote]

I am puzzled on how to mathematically represent a camera rotating in 3D space. So when object is rotating, we just multiply it's coordinates by a rotation matrix (x' = x * cos a - y * sin a, y' = x * sin a + y * cos a, that a rotation along x and y), however programming non-stationary moving camera in 3D space is hard.

2face !!T7ModEm7GA MpUW3f^0 09/30/26 (Wed) 19:15:11 №4125459 [Quote]

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Chud XZp6MehQ 09/30/26 (Wed) 19:15:54 №4125467 [Quote]

the jews made me bad at math cuz im half MEXICAN!!!

2face !!T7ModEm7GA MpUW3f^0 09/30/26 (Wed) 19:17:00 №4125481 [Quote]

>>4125459
a camera moving along x and y is easy, just add camera's x to y to object's projected coordinates. Perhaps a similar principle can be applied to a camera rotating and moving along z axis.

tetoposter!jMsTgNvx1Q A90EmBNv 09/30/26 (Wed) 19:17:49 №4125491 [Quote]

File: 1789592948132i.jpg 📥︎ (60.88 KB, 736x736) ImgOps

thank god i dont need to learn linear algebra in medicine (i hope)

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