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finitediff
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#include "../exceptions/SNexceptions.cpp"

Go to the source code of this file.
Classes | |
| class | SNgeneric< T, tp_size > |
| This is the base class for the other matrices types. More... | |
Functions | |
| template<class U , unsigned int s, class V , unsigned int t> | |
| void | checkSizeCompatibility (const SNgeneric< U, s > &A, const SNgeneric< V, t > &B) |
| template<class T , class U > | |
| bool | componentWiseeEquality (const T &A, const U &B) |
| template<class T , class U , unsigned int s, unsigned int t> | |
| T | matrixProductComponent (const SNgeneric< T, s > &A, const SNgeneric< U, t > &B, unsigned int i, unsigned int j) |
| compute the component (i,j) of the matrix product A*B More... | |
| template<class U , unsigned int t, class T , unsigned int tp_size> | |
| void | copyFirstLines (SNgeneric< U, t > &ans, const SNgeneric< T, tp_size > &A, const m_num max_l) |
| copy the first lines of a matrix in an other one. More... | |
| void checkSizeCompatibility | ( | const SNgeneric< U, s > & | A, |
| const SNgeneric< V, t > & | B | ||
| ) |
| bool componentWiseeEquality | ( | const T & | A, |
| const U & | B | ||
| ) |
| void copyFirstLines | ( | SNgeneric< U, t > & | ans, |
| const SNgeneric< T, tp_size > & | A, | ||
| const m_num | max_l | ||
| ) |
copy the first lines of a matrix in an other one.
| ans | the matrix in which one copies (non-const). |
| A | the matrix from which one copies (const). |
| max_l | the number of lines that have to be copied (const). |
Now the 5 first lines in A are the same of the ones of B. The previously present elements in the first 5 lines of A are lost.
This function is useful to populate the "answer" matrix when multiplying a gaussian matrix by something else.
Remarks :
ans and A must have same size;ans is SNgeneric<U,s> and A is SNgeneric<T,tp_size>. Obviously the conversion from T to U must be possible.| T matrixProductComponent | ( | const SNgeneric< T, s > & | A, |
| const SNgeneric< U, t > & | B, | ||
| unsigned int | i, | ||
| unsigned int | j | ||
| ) |
compute the component (i,j) of the matrix product A*B
| A | a matrix |
| B | a matrix |
| i | the line of the element of 'A*B' to be computed |
| j | the column of the element of 'A*B' to be computed |
The size compatibility is not checked since this functions is supposed to be called from something like an operator * that has already checked the compatibility.
As stated in the README.md, the type of the elements in the returned matrix is the one of the first matrix of the product.
1.8.11