#include <itpp/base/vec.h>
#include <itpp/base/mat.h>
Go to the source code of this file.
Functions | |
ivec | itpp::find (const bvec &invector) |
Return a integer vector with indicies where bvec == 1. | |
vec | itpp::ones (int size) |
A float vector of ones. | |
bvec | itpp::ones_b (int size) |
A Binary vector of ones. | |
ivec | itpp::ones_i (int size) |
A Int vector of ones. | |
cvec | itpp::ones_c (int size) |
A float Complex vector of ones. | |
mat | itpp::ones (int rows, int cols) |
A float (rows,cols)-matrix of ones. | |
bmat | itpp::ones_b (int rows, int cols) |
A Binary (rows,cols)-matrix of ones. | |
imat | itpp::ones_i (int rows, int cols) |
A Int (rows,cols)-matrix of ones. | |
cmat | itpp::ones_c (int rows, int cols) |
A Double Complex (rows,cols)-matrix of ones. | |
vec | itpp::zeros (int size) |
A Double vector of zeros. | |
bvec | itpp::zeros_b (int size) |
A Binary vector of zeros. | |
ivec | itpp::zeros_i (int size) |
A Int vector of zeros. | |
cvec | itpp::zeros_c (int size) |
A Double Complex vector of zeros. | |
mat | itpp::zeros (int rows, int cols) |
A Double (rows,cols)-matrix of zeros. | |
bmat | itpp::zeros_b (int rows, int cols) |
A Binary (rows,cols)-matrix of zeros. | |
imat | itpp::zeros_i (int rows, int cols) |
A Int (rows,cols)-matrix of zeros. | |
cmat | itpp::zeros_c (int rows, int cols) |
A Double Complex (rows,cols)-matrix of zeros. | |
mat | itpp::eye (int size) |
A Double (size,size) unit matrix. | |
bmat | itpp::eye_b (int size) |
A Binary (size,size) unit matrix. | |
imat | itpp::eye_i (int size) |
A Int (size,size) unit matrix. | |
cmat | itpp::eye_c (int size) |
A Double Complex (size,size) unit matrix. | |
template<class T > | |
void | itpp::eye (int size, Mat< T > &m) |
A non-copying version of the eye function. | |
vec | itpp::impulse (int size) |
Impulse vector. | |
vec | itpp::linspace (double from, double to, int length=100) |
Linspace (works in the same way as the matlab version). | |
vec | itpp::zigzag_space (double t0, double t1, int K=5) |
Zig-zag space function (variation on linspace). | |
imat | itpp::hadamard (int size) |
Hadamard matrix. | |
imat | itpp::jacobsthal (int p) |
Jacobsthal matrix. | |
imat | itpp::conference (int n) |
Conference matrix. | |
template<typename Num_T > | |
const Mat< Num_T > | itpp::toeplitz (const Vec< Num_T > &c, const Vec< Num_T > &r) |
Generate Toeplitz matrix from two vectors c and r . | |
template<typename Num_T > | |
const Mat< Num_T > | itpp::toeplitz (const Vec< Num_T > &c) |
Generate symmetric Toeplitz matrix from vector c . | |
template<> | |
const cmat | itpp::toeplitz (const cvec &c) |
Generate symmetric Toeplitz matrix from vector c (complex valued). | |
mat | itpp::rotation_matrix (int dim, int plane1, int plane2, double angle) |
Create a rotation matrix that rotates the given plane angle radians. Note that the order of the planes are important! | |
void | itpp::house (const vec &x, vec &v, double &beta) |
Calcualte the Householder vector. | |
void | itpp::givens (double a, double b, double &c, double &s) |
Calculate the Givens rotation values. | |
void | itpp::givens (double a, double b, mat &m) |
Calculate the Givens rotation matrix. | |
mat | itpp::givens (double a, double b) |
Calculate the Givens rotation matrix. | |
void | itpp::givens_t (double a, double b, mat &m) |
Calculate the transposed Givens rotation matrix. | |
mat | itpp::givens_t (double a, double b) |
Calculate the transposed Givens rotation matrix. |
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Copyright (C) 1995-2008 (see AUTHORS file for a list of contributors)
This file is part of IT++ - a C++ library of mathematical, signal processing, speech processing, and communications classes and functions.
IT++ is free software: you can redistribute it and/or modify it under the terms of the GNU General Public License as published by the Free Software Foundation, either version 3 of the License, or (at your option) any later version.
IT++ is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details.
You should have received a copy of the GNU General Public License along with IT++. If not, see <http://www.gnu.org/licenses/>.
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