I\'m considering Sho from the perspective of developing general .NET applications and something that has been difficult for me in the past is开发者_Python百科 that there is NO standard math library fo
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I\'m building a 2D level editor for my game, and you can deal with two types of geometries which are circles and polygons.
I think I understand why calling glRotate(#, 0, 0, 0) results in a divide-by-zero. The rotation vector, a, is normalized: a\' = a/|a| = a/0
I\'m no开发者_StackOverflowt really sure if it makes sense but I need to do and there is a chance there won\'t be any obstacle in front.Is\'s not clear what you mean by tracing but :
I\'m involved in the resolution of a system of the type Ax = b, where A is a square sparse matrix, x is the vector of the unknows (I have to compute it) and b is a vector of all zeros excpet for the l
does anybody know if there is a good gem for mathematic / geometric operations? I need开发者_运维问答 some of this things:
I am prototyping a new system in Python; the functionality is mostly numerical. An important requirement is the ability to use different linear algebra back-ends: from individual user implementations
What are the common real-world applications of Dense Linear Algebra? Many problems can be easily described and efficiently computed using Linear Algebra as a common language between human and compute
Does anyone know of an eigensolver in Java that can give me just several smallest eigenvectors w/o computing the whole eigendecomposition (namely, second smallest EV)? I have looked at Colt, Jama, MTJ
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