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# GAP Implementation
# This file was generated from
# $Id: functors.gd,v 1.7 2012/08/01 16:01:10 sunnyquiver Exp $
DeclareAttribute( "DualOfModule", IsPathAlgebraMatModule );
DeclareAttribute( "TransposeOfModule", IsPathAlgebraMatModule );
DeclareAttribute( "DTr", IsPathAlgebraMatModule );
DeclareAttribute( "TrD", IsPathAlgebraMatModule );
DeclareSynonym("DualOfTranspose", DTr);
DeclareSynonym("TransposeOfDual", TrD);
DeclareAttribute( "StarOfModule", IsPathAlgebraMatModule );
DeclareAttribute( "StarOfModuleHomomorphism", IsPathAlgebraMatModuleHomomorphism );
DeclareAttribute( "NakayamaFunctorOfModule", IsPathAlgebraMatModule );
DeclareAttribute( "NakayamaFunctorOfModuleHomomorphism", IsPathAlgebraMatModuleHomomorphism );
DeclareAttribute( "OppositeNakayamaFunctorOfModule", IsPathAlgebraMatModule );
DeclareAttribute( "OppositeNakayamaFunctorOfModuleHomomorphism", IsPathAlgebraMatModuleHomomorphism );
DeclareOperation( "TensorProductOfModules", [ IsPathAlgebraMatModule, IsPathAlgebraMatModule ] );
DeclareAttribute( "TransposeOfModuleHomomorphism", IsPathAlgebraMatModuleHomomorphism );
DeclareAttribute( "TrD", IsPathAlgebraMatModuleHomomorphism );
DeclareAttribute( "DTr", IsPathAlgebraMatModuleHomomorphism );
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