DGtal 1.4.0
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DerivativeTester< Calculus, order > Struct Template Reference

#include </Users/davidcoeurjolly/Sources/DGtal/tests/dec/DECCommon.h>

Public Member Functions

 BOOST_STATIC_ASSERT ((order<(int) Calculus::dimensionEmbedded - 1))
 

Static Public Member Functions

static bool test (const Calculus &calculus)
 

Detailed Description

template<typename Calculus, int order>
struct DerivativeTester< Calculus, order >

Definition at line 196 of file DECCommon.h.

Member Function Documentation

◆ BOOST_STATIC_ASSERT()

template<typename Calculus , int order>
DerivativeTester< Calculus, order >::BOOST_STATIC_ASSERT ( (order<(int) Calculus::dimensionEmbedded - 1) )

◆ test()

template<typename Calculus , int order>
static bool DerivativeTester< Calculus, order >::test ( const Calculus & calculus)
inlinestatic

Definition at line 200 of file DECCommon.h.

201 {
202 DGtal::trace.info() << "testing primal derivative composition order " << order << std::endl;
203
204 { // test primal composition
206 FirstDerivative first_derivative = calculus.template derivative<order, DGtal::PRIMAL>();
208 SecondDerivative second_derivative = calculus.template derivative<order+1, DGtal::PRIMAL>();
210 DoubleDerivative double_derivative = second_derivative * first_derivative;
211 if (!is_all_zero(double_derivative.myContainer)) return false;
212 }
213
214 DGtal::trace.info() << "testing dual derivative composition order " << order << std::endl;
215
216 { // test dual composition
218 FirstDerivative first_derivative = calculus.template derivative<order, DGtal::DUAL>();
220 SecondDerivative second_derivative = calculus.template derivative<order+1, DGtal::DUAL>();
222 DoubleDerivative double_derivative = second_derivative * first_derivative;
223 if (!is_all_zero(double_derivative.myContainer)) return false;
224 }
225
226 /*
227 DGtal::trace.info() << "testing liebnitz rule order " << order << std::endl;
228
229 {
230 typedef DGtal::LinearOperator<Calculus, order, DGtal::PRIMAL, order+1, DGtal::PRIMAL> Derivative;
231 Derivative derivative = calculus.template derivative<order, DGtal::PRIMAL>();
232
233 typedef DGtal::KForm<Calculus, order, DGtal::PRIMAL> InputForm;
234 typedef DGtal::KForm<Calculus, order+1, DGtal::PRIMAL> OutputForm;
235 InputForm alpha(calculus), beta(calculus), gamma(calculus);
236
237 for (int kk=0; kk<calculus.kFormLength(order, DGtal::PRIMAL); kk++)
238 {
239 const double ak = static_cast<double>(random())/RAND_MAX;
240 const double bk = static_cast<double>(random())/RAND_MAX;
241 alpha.myContainer(kk) = ak;
242 beta.myContainer(kk) = bk;
243 gamma.myContainer(kk) = ak*bk;
244 }
245
246 }
247 */
248
250 }
Aim: LinearOperator represents discrete linear operator between discrete kforms in the DEC package.
std::ostream & info()
PolyCalculus * calculus
Trace trace
Definition Common.h:153
static bool test(const Calculus &calculus)
Definition DECCommon.h:200

References calculus, DGtal::Trace::info(), DerivativeTester< Calculus, order >::test(), and DGtal::trace.

Referenced by DerivativeTester< Calculus, order >::test().


The documentation for this struct was generated from the following file: