Exemplos de Term::PerformProductMorphism em C++ (Cpp)

Exemplo n.º 1

Arquivo: Multivector.cpp Projeto: mapleyustat/GACompute

bool Multivector::CollectTerms( Term::ProductType productType )
{
	Term::ProductType otherProductType = Term::OtherProductType( productType );

	for(;;)
	{
		SumOfTerms::Node* node = FindTermOfProductType( otherProductType );
		if( !node )
			break;

		Term* term = node->data;

		Multivector multivector;
		if( !term->PerformProductMorphism( multivector ) )
			return false;

		sumOfTerms.Remove( node, true );
		sumOfTerms.Absorb( &multivector.sumOfTerms );
	}

	if( productType == Term::OUTER_PRODUCT )
	{
		// STPTODO: Presort all term products, accounting for the sign change.  This way we can use CombineWidth( ..., false ) to save time.
	}

	// STPTODO: Combine terms here.

	// STPTODO: Cull zero terms here.

	return true;
}

Exemplo n.º 2

Arquivo: Multivector.cpp Projeto: mapleyustat/GACompute

// Note that in the interest of efficiency, we do not preserve this term in this process.
// Also note that we accumulate into the given multivector.
bool Multivector::Term::PerformProductMorphism( Multivector& multivector )
{
	ProductType targetProductType = OtherProductType( productType );

	if( productOfVectors.Count() == 1 )
	{
		ProductOfVectors::Node* node = productOfVectors.Head();
		productOfVectors.Remove( node, false );

		Term* term = new Term( targetProductType, coeficient );
		term->productOfVectors.InsertAfter( 0, node );
		multivector.sumOfTerms.InsertAfter()->data = term;

		return true;
	}
	else if( productOfVectors.Count() == 0 )
	{
		Term* term = new Term( targetProductType, coeficient );
		multivector.sumOfTerms.InsertAfter()->data = term;

		return true;
	}

	ProductOfVectors::Node* node = productOfVectors.Head();
	Vector* vector = node->data;
	productOfVectors.Remove( node, false );
		
	bool success = false;

	do
	{
		if( targetProductType == GEOMETRIC_PRODUCT )
		{
			Multivector termMultivector;
			termMultivector.sumOfTerms.InsertAfter()->data = Clone();
			
			Multivector innerProductMultivector;
			if( !innerProductMultivector.InnerProductMultiply( *vector, termMultivector ) )
				break;

			innerProductMultivector.Negate();

			while( innerProductMultivector.sumOfTerms.Count() > 0 )
			{
				SumOfTerms::Node* node = innerProductMultivector.sumOfTerms.Head();
				Term* term = node->data;

				if( !term->PerformProductMorphism( multivector ) )
					break;

				innerProductMultivector.sumOfTerms.Remove( node, true );
			}

			if( innerProductMultivector.sumOfTerms.Count() > 0 )
				break;
		}

		Multivector subMultivector;
		if( !PerformProductMorphism( subMultivector ) )
			break;

		if( targetProductType == OUTER_PRODUCT )
		{
			if( !multivector.InnerProductMultiply( *vector, subMultivector ) )
				break;

			if( !multivector.OuterProductMultiply( *vector, subMultivector ) )
				break;
		}
		else if( targetProductType == GEOMETRIC_PRODUCT )
		{
			if( !multivector.GeometricProductMultiply( *vector, subMultivector ) )
				break;
		}

		success = true;
	}
	while( false );

	delete node;

	return success;
}