We analyze the consequences when both the server placement problem and network topology problem are solved concurrently through soft computing. Both problems are formulated as a combined optimization problem, subject to a set of design and performance constraints while minimizing the enterprise network cost. We have coded the combined optimization problem within a soft computing methodology, wh...

This panel will bring together a set of experts working in a collaborative project to address at both experimental measurement and simulations all levels of the process leading to system failures induced by soft errors. Several aspects will be discussed, e.g. interaction between energetic particles and the matter, detailed analysis of transient pulse generation and propagation, dependence of th...

A novel topology for a soft-switching buck dc– dc converter with a coupled inductor is proposed. The soft-switching buck converter has advantages over the traditional hardswitching converters. The most significant advantage is that it offers a lower switching loss. This converter operates under a zero-current switching condition at turn on and a zero-voltage switching condition at turn off. It ...

We also use soft methods from symplectic geometry (the relative version of the h–principle for Lagrangian immersions) and tools from algebraic topology to prove (both positive and negative) results about Lagrangian desingularizations of Lagrangian submanifolds with isolated singularities; we view the (Maslov-zero) Lagrangian desingularization problem as the natural soft analogue of the special ...

In this study, we first introduce a new class of spaces, namely soft expandable which is generalization paracompact and countably compact spaces. Some properties these spaces that are discussed in paper the space equivalent to every A?-soft cover has softLF open refinement. Also, discuss under what conditions paracompact. With help interesting examples, elucidate there no relationship between t...

This paper contributes to the expanding literature on soft topology. We first prove that topologies can be characterized by crisp topologies. takes advantage of two connected constructions produce from and vice versa. Both are explicit amenable mathematical manipulations. Various consequences demonstrate our theory has far-reaching implications for development topology its extensions.

In this paper, we first extend the concept of arity in crisp convex spaces to case fuzzification and give some related properties. From view hull operator, study relations between disjoint sum M-fuzzifying its factor spaces. We also examine additivity degree separability (S0,S1,S2,S3,S4). Finally, show that every space is JHC iff corresponding JHC.

In the present paper, we continue the study on fuzzy soft topological spaces and investigate the properties of fuzzy soft semi connected sets, fuzzy soft semi separated sets and fuzzy soft semi s-connected sets and have established several interesting properties supported by examples. Moreover, we show that a fuzzy soft semi disconnectedness property is not hereditary property in general. Final...