austenitic stainless steels are extensively used in various applications requiring good corrosion resistance and formability. in the current study, the formation of nano/ ultrafine grained austenitic microstructure in a microalloyed aisi 304l stainless steel was investigated by the advanced thermomechanical process of reversion of strain-induced martensite. for this purpose, samples were subjec...

dans cet article, nous nous proposons d’étudier les différents procédés traductifs chez le poète-traducteur iranien mohammad-ali sépanlou, dans la traduction du bateau ivre de rimbaud et les transformations qu’il apporte au texte original. en examinant la problématique générale de la traduction poétique et la question de son aporie, nous avons vu comment le traducteur, poète qu’il est, a abordé...

IN THEIR PERSPECTIVE “The trouble with negative emissions” (14 October, p. 182), K. Anderson and G. Peters assert that negative-emissions technologies are an “unjust and high-stakes gamble.” This characterization would sideline negativeemissions technologies and remove potentially important options from the portfolio for mitigating and ameliorating climate change. As Anderson and Peters acknowl...

In this paper we prove new results about the extremal structure of paths in directed graphs. Say we are given a directed graph G = (V,E) on n nodes, a set of sources S ⊆ V of size |S| = n, and a subset P ⊆ S × V of pairs (s, t) where s ∈ S, of size O(n), such that for all pairs (s, t) ∈ P , there is a path from s to t. Our goal is to remove as many edges from G as possible while maintaining the...

as an application of hirota bilinear method, perturbation expansion truncated at different levels is used to obtain exact soliton solutions to (2+1)-dimensional nonlinear evolution equation in much simpler way in comparison to other existing methods. we have derived bilinear form of nonlinear evolution equation and using this bilinear form, bilinear backlund transformations and construction of ...

The main purpose of this paper is to define a new regular matrix by using Fibonacci numbers and to investigate its matrix domain in the classical sequence spaces $ell _{p},ell _{infty },c$ and $c_{0}$, where $1leq p

In this work are studied the Jacobians of certain singular transformations and the corresponding measures which support the jacobian computations.