Interconnection networks are an important and well-studied topic in parallel computing and architecture, but a homogeneous and general method for defining and classifying the topologies and behaviors of interconnection networks is lacking. Topologies are usually specified informally by picture or more formally by permutations of wire enumerations. This paper presents an improved method for spec...

In decision diagrams (DDs) methods for circuit synthesis, it is possible to directly transfer a DD for a given function f into a network realizing f by the replacement of non-terminal nodes in the DD with the corresponding circuit modules. The chief bottleneck of mapping a DD into a network is the inherent feature that the depth of the network produced, is equal to the number of variables in f....

We present an alternative route to investigate quantum forces in a cavity, for both free scalar field and fermionic field. Considering generalized Matsubara procedure, we compute the pressure on boundaries of compactified space thermal bath. Also, considering periodic antiperiodic boundary conditions discuss attractive or repulsive character forces. Our results highlight relevance interdiscipli...

In the context of maritime transportation sector electrification, battery hybridization has been identified as a promising manner meeting critical requirements on energy and power density, well lifetime safety. Today, multiple topologies have identified, while there is not level playing field enabling comparison between different topologies. This study bridges this gap directly by proposing gen...

We compare the Kummer flat (resp. etale) cohomology with coefficients in smooth commutative group schemes, finite schemes and logarithmic multiplicative of Kato. will be particularly interested case algebraic tori topology. also make some computations for certain special cases base log scheme.

in this paper, we study the casimir effect of a scalar field with dirichlet boundary condition in some certain topologies. by numerical analysis we show that casimir energy is a shape-dependent quantity. we also obtain the phase transition in different topologies in which the casimir force changes from attractive to repulsive or vice versa.  eararqr