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| RaveVector< T > & | Cross (const RaveVector< T > &u, const RaveVector< T > &v) |
| | this = u x v More...
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| RaveVector< T > & | Cross (const RaveVector< T > &v) |
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| template<class U > |
| T | dot (const RaveVector< U > &v) const |
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| T | lengthsqr2 () const |
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| T | lengthsqr3 () const |
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| T | lengthsqr4 () const |
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| RaveVector< T > & | normalize () |
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| RaveVector< T > & | normalize3 () |
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| RaveVector< T > & | normalize4 () |
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| | operator const T * () const |
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| | operator T* () |
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| template<class U > |
| RaveVector< T > | operator* (const RaveVector< U > &r) const |
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| RaveVector< T > | operator* (T k) const |
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| template<class U > |
| RaveVector< T > & | operator*= (const RaveVector< U > &r) |
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| RaveVector< T > & | operator*= (const T k) |
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| template<class U > |
| RaveVector< T > | operator+ (const RaveVector< U > &r) const |
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| template<class U > |
| RaveVector< T > & | operator+= (const RaveVector< U > &r) |
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| RaveVector< T > | operator- () const |
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| template<class U > |
| RaveVector< T > | operator- (const RaveVector< U > &r) const |
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| template<class U > |
| RaveVector< T > & | operator-= (const RaveVector< U > &r) |
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| RaveVector< T > & | operator/= (const T _k) |
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| template<class U > |
| RaveVector< T > & | operator= (const RaveVector< U > &r) |
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| T & | operator[] (int i) |
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| T | operator[] (int i) const |
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| template<class U > |
| RaveVector< T > | operator^ (const RaveVector< U > &v) const |
| | cross product operator More...
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| | RaveVector () |
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| template<class U > |
| | RaveVector (const RaveVector< U > &vec) |
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| template<class U > |
| | RaveVector (const U *pf) |
| | note, it only copes 3 values! More...
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| | RaveVector (T x, T y, T z) |
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| | RaveVector (T x, T y, T z, T w) |
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| void | Set3 (const T *pvals) |
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| void | Set3 (T val1, T val2, T val3) |
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| void | Set4 (const T *pvals) |
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| void | Set4 (T val1, T val2, T val3, T val4) |
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template<class T>
class RaveVector< T >
class used for 3 and 4 dim vectors and quaternions It is better to use this for a 3 dim vector because it is 16byte aligned and SIMD instructions can be used
Definition at line 242 of file math.h.