most citedTrotter Kato Theorem for Bi Continuous Semigroups and Approximation of PDEs

1 citations · 1 across the 5 of their papers we have counts for

collaborators

6 papers

math.FA2019

On Orlicz Theory

Abdulhameed Qahtan Abbood Altai, Nada Mohammed Abbas Alsafar

In this paper, based on concepts of convex sets and convex functions, we introduce new concepts of functions, Young functions, strong Young functions and Orlicz functions by relaxi…

math.NA2019★ 1 cited

Trotter Kato Theorem for Bi Continuous Semigroups and Approximation of PDEs

Abdulhameed Qahtan Abbood Altai

In this paper, we introduce formulations of the Trotter Kato theorem for approximation of bi continuous semigroups that provide a useful framework whenever convergence of numerical…

math.FA2019

Orlicz_Spaces and Orlicz_Sobolev_space

Abdulhameed Qahtan Abbood Altai, Nada Mohammed Abbas Alsafar

A new class of convex functions called functions, Young functions, strong Young functions and Orlicz functions are introduced by relaxing the definitions of functions, Young functi…

math.GM2019

Fuzzy Limits of Fuzzy Functions

Abdulhameed Qahtan Abbood Altai

In this paper, we propose the theory of fuzzy limit of fuzzy function depending on the Altai principle and using the representation theorem (resolution principle) to run the fuzzy…

math.GM2018

The Variational Iteration Method for Solving Asymmetric System of PDEs

Abdulhameed Qahtan Abbood Altai

We propose a method to obtain iterative schemes guarantee unique solutions for systems of partial differential equations that are not symmetric with respect to the time by generali…

math.FA2018

On Musielak N-functions

Abdulhameed Qahtan Abbood Altai

In this paper, the concept of Musielak N-functions and Musielak-Orlicz spaces generated by them well be introduced. Facts and results of the measure theory will be applied to consi…