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Post by natashanatasha on Feb 23, 2004 18:39:11 GMT -5
Given points a, b, c and d in 3d space. (assume their coordinates are given), how do you find a affine transformation matrix M such that it Ma=c and Mb=d. M has to be in given and broken down into elementary matrices. (how do u get one of the solutions, i know there is more than one) Thanks
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Post by .•´¯`•þasђγ•._.•´ on Feb 23, 2004 22:42:05 GMT -5
ummmmmmmmmmmmmmm *consults dictionary for the word affine* [/i][/color]
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Post by Dangermouse on Feb 24, 2004 16:16:42 GMT -5
Affine is an adjective, describing a function with a constant slope. Distinguished from linear which sometimes is meant to imply that the function has no constant term; that it is zero when the independent variables are zero Duuuuuh! lmao
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Post by .•´¯`•þasђγ•._.•´ on Feb 24, 2004 20:13:17 GMT -5
*covers a trap in peanut butter, adds a slice of cheese and sets it* [/b][/i]
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overdose
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Post by overdose on Feb 25, 2004 1:50:10 GMT -5
Affine is an adjective, describing a function with a constant slope. Distinguished from linear which sometimes is meant to imply that the function has no constant term; that it is zero when the independent variables are zero that's just common knowledge pash
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Fisher
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If a Stamped Ever Happens to Run at You, Never Stop and Shout Jumangi, it Doesn't Work!!!!
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Post by Fisher on Feb 25, 2004 13:11:21 GMT -5
Affine is an adjective, describing a function with a constant slope. Distinguished from linear which sometimes is meant to imply that the function has no constant term; that it is zero when the independent variables are zero P everyone knows that, they teach it in p1 over here
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