Quartic roots
Utilities for C++ programming
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PolynomialRoots::QuarticT< T_real, T_complex > Member List

This is the complete list of members for PolynomialRoots::QuarticT< T_real, T_complex >, including all inherited members.

check(ostream_type &s) constPolynomialRoots::QuarticT< T_real, T_complex >
complex_type typedefPolynomialRoots::QuarticT< T_real, T_complex >
eval(T_real const &x) constPolynomialRoots::QuarticT< T_real, T_complex >inline
eval(T_complex const &x) constPolynomialRoots::QuarticT< T_real, T_complex >inline
eval(T_real const &x, T_real &p, T_real &dp) constPolynomialRoots::QuarticT< T_real, T_complex >inline
get_negative_roots(T_real r[]) constPolynomialRoots::QuarticT< T_real, T_complex >
get_positive_roots(T_real r[]) constPolynomialRoots::QuarticT< T_real, T_complex >
get_real_roots(T_real r[]) constPolynomialRoots::QuarticT< T_real, T_complex >
get_root(integer const i, T_real &re, T_real &im) constPolynomialRoots::QuarticT< T_real, T_complex >inline
get_root0(T_real &re, T_real &im) constPolynomialRoots::QuarticT< T_real, T_complex >inline
get_root0(T_complex &r) constPolynomialRoots::QuarticT< T_real, T_complex >inline
get_root1(T_real &re, T_real &im) constPolynomialRoots::QuarticT< T_real, T_complex >inline
get_root1(T_complex &r) constPolynomialRoots::QuarticT< T_real, T_complex >inline
get_root2(T_real &re, T_real &im) constPolynomialRoots::QuarticT< T_real, T_complex >inline
get_root2(T_complex &r) constPolynomialRoots::QuarticT< T_real, T_complex >inline
get_root3(T_real &re, T_real &im) constPolynomialRoots::QuarticT< T_real, T_complex >inline
get_root3(T_complex &r) constPolynomialRoots::QuarticT< T_real, T_complex >inline
get_roots_in_open_range(T_real const &a, T_real const &b, T_real r[]) constPolynomialRoots::QuarticT< T_real, T_complex >
get_roots_in_range(T_real const &a, T_real const &b, T_real r[]) constPolynomialRoots::QuarticT< T_real, T_complex >
getNegativeRoots(T_real r[]) constPolynomialRoots::QuarticT< T_real, T_complex >inline
getPositiveRoots(T_real r[]) constPolynomialRoots::QuarticT< T_real, T_complex >inline
getRealRoots(T_real r[]) constPolynomialRoots::QuarticT< T_real, T_complex >inline
getRoot0(T_real &re, T_real &im) constPolynomialRoots::QuarticT< T_real, T_complex >inline
getRoot0(T_complex &r) constPolynomialRoots::QuarticT< T_real, T_complex >inline
getRoot1(T_real &re, T_real &im) constPolynomialRoots::QuarticT< T_real, T_complex >inline
getRoot1(T_complex &r) constPolynomialRoots::QuarticT< T_real, T_complex >inline
getRoot2(T_real &re, T_real &im) constPolynomialRoots::QuarticT< T_real, T_complex >inline
getRoot2(T_complex &r) constPolynomialRoots::QuarticT< T_real, T_complex >inline
getRoot3(T_real &re, T_real &im) constPolynomialRoots::QuarticT< T_real, T_complex >inline
getRoot3(T_complex &r) constPolynomialRoots::QuarticT< T_real, T_complex >inline
getRootsInOpenRange(T_real const &a, T_real const &b, T_real r[]) constPolynomialRoots::QuarticT< T_real, T_complex >inline
getRootsInRange(T_real const &a, T_real const &b, T_real r[]) constPolynomialRoots::QuarticT< T_real, T_complex >inline
info(ostream_type &s) constPolynomialRoots::QuarticT< T_real, T_complex >
num_complex_roots() constPolynomialRoots::QuarticT< T_real, T_complex >inline
num_real_roots() constPolynomialRoots::QuarticT< T_real, T_complex >inline
num_roots() constPolynomialRoots::QuarticT< T_real, T_complex >inline
numComplexRoots() constPolynomialRoots::QuarticT< T_real, T_complex >inline
numRealRoots() constPolynomialRoots::QuarticT< T_real, T_complex >inline
numRoots() constPolynomialRoots::QuarticT< T_real, T_complex >inline
QuarticT()=defaultPolynomialRoots::QuarticT< T_real, T_complex >
QuarticT(T_real const &a, T_real const &b, T_real const &c, T_real const &d, T_real const &e)PolynomialRoots::QuarticT< T_real, T_complex >inline
real_root0() constPolynomialRoots::QuarticT< T_real, T_complex >inline
real_root1() constPolynomialRoots::QuarticT< T_real, T_complex >inline
real_root2() constPolynomialRoots::QuarticT< T_real, T_complex >inline
real_root3() constPolynomialRoots::QuarticT< T_real, T_complex >inline
root(integer const i) constPolynomialRoots::QuarticT< T_real, T_complex >inline
root0() constPolynomialRoots::QuarticT< T_real, T_complex >inline
root1() constPolynomialRoots::QuarticT< T_real, T_complex >inline
root2() constPolynomialRoots::QuarticT< T_real, T_complex >inline
root3() constPolynomialRoots::QuarticT< T_real, T_complex >inline
setup(T_real const &a, T_real const &b, T_real const &c, T_real const &d, T_real const &e)PolynomialRoots::QuarticT< T_real, T_complex >inline
value_type typedefPolynomialRoots::QuarticT< T_real, T_complex >