doc/html/test_expr_generators.html

 // ========================================================================= //
 // This file is part of MyraMath, copyright (c) 2014-2019 by Ryan A Chilton  //
 // and distributed by MyraCore, LLC. See LICENSE.txt for license terms.      //
 // ========================================================================= //

 #include <myramath/expression/Expression.h>
 #include <myramath/expression/expr.h>
 #include <myramath/expression/arithmetic.h>
 #include <myramath/expression/generators.h>
 #include <myramath/expression/frobenius.h>
 #include <myramath/expression/reshape.h>
 #include <myramath/expression/print.h>

 // Reporting.
 #include <tests/myratest.h>

 using namespace myra;

 #ifdef MYRAMATH_ENABLE_CPP11

 ADD_TEST("expr_generators","[expression]")
   {
   double tol = 1.0e-12;
   REQUIRE( frobenius(make_LinspaceExpression(0.0,4.0,5) - expr({0.0,1.0,2.0,3.0,4.0})) < tol );
   REQUIRE( frobenius(make_LogspaceExpression(0.0,4.0,5) - expr({1.0,10.0,100.0,1000.0,10000.0})) < tol );
   REQUIRE( frobenius(make_ConstantExpression(5,2.0) - expr({2.0,2.0,2.0,2.0,2.0})) < tol );
   REQUIRE( frobenius(make_ConstantExpression(3,5,2.0) - reshape(make_ConstantExpression(15,2.0),3,5)) < tol );
   myra::out() << make_RandomExpression< std::complex<double> >(5) << std::endl;
   myra::out() << make_RandomExpression<double>(3,3) << std::endl;
   }

 #endif

reshape.h
Reshapes an Expression (for instance, reinterpret an arity-1 Expression of size 25 into an arity-2 Ex...

expr.h
Overloads expr() for std::vector<Number> and (C++11 only) std::initializer_list<Number> ...

generators.h
Generators for basic Expression&#39;s (constant, random, linspace, etc).

Expression.h
An interface used to fill containers from Expression&#39;s (see Matrix::evaluate(), for example)...

myra
Definition: syntax.dox:1

arithmetic.h
Arithmetic operators (+,-,*,/) for Expression&#39;s.

frobenius.h
Routines for computing Frobenius norms of Expression&#39;s.

print.h
Prints an Expression, by evaluate()&#39;ing it at every Index i.