Array() | Imagine::Array< T > | inline |
Array(size_t size) | Imagine::Array< T > | inlineexplicit |
Array(T *ptr, size_t size, bool handleDelete=false) | Imagine::Array< T > | inline |
Array(const Array &A) | Imagine::Array< T > | inlineexplicit |
Array(const Array< T2 > &A) | Imagine::Array< T > | inline |
Array(const std::list< T > &L) | Imagine::Array< T > | inline |
begin() | Imagine::Array< T > | inline |
begin() const | Imagine::Array< T > | inline |
clone() const | Imagine::SymMatrix< T > | inline |
const_iterator typedef | Imagine::SymMatrix< T > | |
data() | Imagine::Array< T > | inline |
data() const | Imagine::Array< T > | inline |
det(const SymMatrix &A) | Imagine::SymMatrix< T > | friend |
empty() const | Imagine::Array< T > | inline |
end() | Imagine::Array< T > | inline |
end() const | Imagine::Array< T > | inline |
EVD(const SymMatrix &A, Matrix< T > &Q, Vector< T > &Lambda) | Imagine::SymMatrix< T > | friend |
fill(T x) | Imagine::SymMatrix< T > | inline |
Imagine::Array::fill(const T &x) | Imagine::Array< T > | inline |
getDiagonal() const | Imagine::SymMatrix< T > | inline |
getSubArray(size_t offset, size_t size) const | Imagine::Array< T > | inline |
getSubMat(int i0, int m, int j0, int n) const | Imagine::SymMatrix< T > | inline |
Identity(int n) | Imagine::SymMatrix< T > | inlinestatic |
inverse(const SymMatrix &A) | Imagine::SymMatrix< T > | friend |
iterator typedef | Imagine::SymMatrix< T > | |
linSolve(const SymMatrix &A, const Vector< T > &b) | Imagine::SymMatrix< T > | friend |
ncol() const | Imagine::SymMatrix< T > | inline |
nrow() const | Imagine::SymMatrix< T > | inline |
operator!=(const Array &A) const | Imagine::Array< T > | inline |
operator()(int i, int j) const | Imagine::SymMatrix< T > | inline |
operator()(int i, int j) | Imagine::SymMatrix< T > | inline |
operator*(const Vector< T > &v) const | Imagine::SymMatrix< T > | inline |
operator*(const SymMatrix &B) const | Imagine::SymMatrix< T > | inline |
operator*(const Matrix< T > &B) const | Imagine::SymMatrix< T > | inline |
operator*(T x) const | Imagine::SymMatrix< T > | inline |
operator*(T x, const SymMatrix &B) | Imagine::SymMatrix< T > | friend |
operator*=(T x) | Imagine::SymMatrix< T > | inline |
operator+(const SymMatrix &B) const | Imagine::SymMatrix< T > | inline |
operator+=(const SymMatrix &B) | Imagine::SymMatrix< T > | inline |
operator-(const SymMatrix &B) const | Imagine::SymMatrix< T > | inline |
operator-() const | Imagine::SymMatrix< T > | inline |
operator-=(const SymMatrix &B) | Imagine::SymMatrix< T > | inline |
operator/(T x) const | Imagine::SymMatrix< T > | inline |
operator/=(T x) | Imagine::SymMatrix< T > | inline |
operator<<(std::ostream &out, const SymMatrix &A) | Imagine::SymMatrix< T > | friend |
operator=(const SymMatrix &A) | Imagine::SymMatrix< T > | inline |
Imagine::Array::operator=(const Array &A) | Imagine::Array< T > | inline |
Imagine::Array::operator=(const Array< T2 > &A) | Imagine::Array< T > | inline |
operator==(const Array &A) const | Imagine::Array< T > | inline |
operator>>(std::istream &in, SymMatrix &A) | Imagine::SymMatrix< T > | friend |
operator[](size_t i) const | Imagine::Array< T > | inline |
operator[](size_t i) | Imagine::Array< T > | inline |
posDefInverse(const SymMatrix &A) | Imagine::SymMatrix< T > | friend |
read(std::istream &in) | Imagine::SymMatrix< T > | inline |
setSize(int n) | Imagine::SymMatrix< T > | inline |
Imagine::Array::setSize(size_t size) | Imagine::Array< T > | inline |
size() const | Imagine::Array< T > | inline |
SymMatrix() | Imagine::SymMatrix< T > | inline |
SymMatrix(int N) | Imagine::SymMatrix< T > | inlineexplicit |
SymMatrix(const SymMatrix &A) | Imagine::SymMatrix< T > | inline |
SymMatrix(T *t, int N, bool handleDelete=false) | Imagine::SymMatrix< T > | inline |
SymMatrix(const Matrix< T > &A) | Imagine::SymMatrix< T > | inline |
write(std::ostream &out) const | Imagine::SymMatrix< T > | inline |
Zero(int n) | Imagine::SymMatrix< T > | inlinestatic |
~Array() | Imagine::Array< T > | inlinevirtual |
~SymMatrix() | Imagine::SymMatrix< T > | inline |