… relationship between the module categories of Leavitt path algebras and the module categories
of path algebras, … proof of a generalization: For a Leavitt path algebra not having UGN is …

… But we begin with more general considerations. In ordinary quantum field theory, one
can attach an algebra AU of observables to a rather general open set L in spacetime. In the …

… , in the correspondence between the evolution algebra A and … the correspondence between
Markov chains and evolution … We refer the reader to [1] for a general reference on Graph …

… between the geometry of a graph E and the monoid structure of T E parallel to the correspondence
between the … In general, if the monoids are isomorphic, one expects that the Leavitt …

… algebra constructions We finally revisit the previous constructions from a general Hopf
algebra … In view of [6] we do not single out the case of branched rough paths. Our gradual …

… algebra is holographically dual to the generalized entropy of the black hole bifurcation surface.
From a … of final observations about the relationship between the bulk algebras Ar,0 and Ar …

… In this study, the function is the mathematical content that describes students’ generalization.
We adopt the concept of function as “a correspondence between two nonempty sets that …

… W $W$ -algebra on K M $K_{{\mathcal {M}}}$ yields a mathematical generalization of the
Alday–Gaiotto–Tachikawa (AGT) correspondence between gauge theory and conformal field …

… The one is to understand the constant e and the minimum power s 0 starting from which
reg R / I s becomes a linear function for some special or general ideals I, see for instances […

… is a bijection between skew-gentle algebras and generalised … a natural generalisation from
gentle to skew-gentle algebras, … a one to one correspondence between the homotopy strings …