Add to ORKGsummary:In the category of symmetric graphs there are exactly five closed tensor products. If we omit the requirement of units, we obtain twelve more
AbstractWe extend the calculus of relations to embed a regular category A into a family of pseudo-ab...
AbstractLet T = ∑σ∈G M(σ) ⊗ P(σ), where M is a unitary matrix representation of the group G as unita...
summary:In this paper the symmetric differential and symmetric Lie derivative are introduced. Using ...
summary:In the category of symmetric graphs there are exactly five closed tensor products. If we omi...
International audienceA symmetric tensor is a higher order generalization of a symmetric matrix. In ...
In characteristic 0 irreducible tensor products of representations of symmetric and alternating grou...
We describe four types of hyperspace graphs; namely, the simultaneous and nonsimultaneous symmetric ...
We discuss the folklore construction of the Gray tensor product of 2-categories as obtained by facto...
We define a tensor product for permutative categories and prove a number of key properties. We show ...
Uses Paul Taylor's diagrams.We define a notion of symmetric monoidal closed (SMC) theory, consisting...
AbstractWe derive consequences of a condition for the equality of two star products given by the sec...
summary:We describe a correspondence between $\mbox {GL}_n$-invariant tensors and graphs. We then sh...
We show how the tilting tensor product theorem for algebraic groups implies a reduction formula for ...
AbstractWe define the twisted tensor product of two enriched categories, which generalizes various s...
AbstractThe tensor product H⊗G where G is a 2k-regular graph can be regarded as a covering space of ...
AbstractWe extend the calculus of relations to embed a regular category A into a family of pseudo-ab...
AbstractLet T = ∑σ∈G M(σ) ⊗ P(σ), where M is a unitary matrix representation of the group G as unita...
summary:In this paper the symmetric differential and symmetric Lie derivative are introduced. Using ...
summary:In the category of symmetric graphs there are exactly five closed tensor products. If we omi...
International audienceA symmetric tensor is a higher order generalization of a symmetric matrix. In ...
In characteristic 0 irreducible tensor products of representations of symmetric and alternating grou...
We describe four types of hyperspace graphs; namely, the simultaneous and nonsimultaneous symmetric ...
We discuss the folklore construction of the Gray tensor product of 2-categories as obtained by facto...
We define a tensor product for permutative categories and prove a number of key properties. We show ...
Uses Paul Taylor's diagrams.We define a notion of symmetric monoidal closed (SMC) theory, consisting...
AbstractWe derive consequences of a condition for the equality of two star products given by the sec...
summary:We describe a correspondence between $\mbox {GL}_n$-invariant tensors and graphs. We then sh...
We show how the tilting tensor product theorem for algebraic groups implies a reduction formula for ...
AbstractWe define the twisted tensor product of two enriched categories, which generalizes various s...
AbstractThe tensor product H⊗G where G is a 2k-regular graph can be regarded as a covering space of ...
AbstractWe extend the calculus of relations to embed a regular category A into a family of pseudo-ab...
AbstractLet T = ∑σ∈G M(σ) ⊗ P(σ), where M is a unitary matrix representation of the group G as unita...
summary:In this paper the symmetric differential and symmetric Lie derivative are introduced. Using ...