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This section provides information about work with homology feature.6.4 Tensor product of complexes
6.5 Tensor product of morphisms
Select a sequence of morphisms. Choose the Composition menu option. Then the composition morphism has been created.
Select a group of morphisms. Choose the Wisards/Commutative checking menu option. Then the program checks commutativity of selected morphisms.
Select an arrow on the diagram. Choose the Wisards/Restore arrow menu option. Then the program creates such arrow that diagram will be commutative (If it is possible).
Select two complexes. Choose the Wisards/Homology/Tensor product of selected complexes menu option. Then the tensor product of complexes has been created.
Select two morphisns. Choose the Wisards/Homology/Tensor product of selected complexes menu option. Then the tensor product of morphisms has been created. Sorce and target objects of recieved morphism (i.e. tensor product of sources and targets of selected morphism) are constructing automiyically.
Create and select diadram of commutative algebras (picture below). Choose the Wisards/Commutative algebra/Tensor product menu option. Then the tensor product over algebra has been created.
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Create a tensor product over algebra, then create a diagram like that shown on the picture below with 5 selected morphisms
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Choose the Wisards/Commutative algebra/Arrow from tensor product menu option. Then the tensor product over algebra has been created.