Fixed Point Results via G-Function over the Complete Partial b-Metric Space

Alzaid, Sara Salem . 2020

In this paper, we consider an auxiliary function G to combine and unify several existing fixed point theorems in the setting of the complete partial b-metric space. We consider also some examples to support the observed main results.

Publication Work Type

Article

Publisher Name

Hindawi Publishing Corporation

Publishing City

UK/USA

Magazine \ Newspaper

Journal of Function Spaces

more of publication

A study of Ralston's cubic convergence with the application of population growth model

This paper deals a new numerical scheme to solve fractional differential equation (FDE) involving Caputo fractional derivative (CFD) of variable order β∈]0,1]. Based on a few examples and…

by Alzaid, SS (Alzaid, Sara S.) ; Shaw, PK (Shaw, Pawan Kumar) ; Kumar, S (Kumar, Sunil)

2022

Published in:

AIMS PRESS

Complex Dynamic Behaviour of Food Web Model with Generalized Fractional Operator

We apply a new generalized Caputo operator to investigate the dynamical behaviour of the non-integer food web model (FWM). This dynamical model has three population species and is nonlinear.

by Kumar, A (Kumar, Ajay) ; Alzaid, SS (Alzaid, Sara Salem) ; Alkahtani, BST (Alkahtani, Badr Saad T.) ; Kumar, S (Kumar, Sunil)

2022

Published in:

MDPI

A numerical study of fractional population growth and nuclear decay model

This paper is devoted to solving the initial value problem (IVP) of the fractional differential equation (FDE) in Caputo sense for arbitrary order . Based on a few examples and application models…

by Alzaid, SS (Alzaid, Sara S.) ; Shaw, PK (Shaw, Pawan Kumar) ; Kumar, S (Kumar, Sunil)

2022

Published in:

AIMS PRESS

Sara Salem Abdulaziz Alzaid سارة سالم عبدالعزيز الزيد

Fixed Point Results via G-Function over the Complete Partial b-Metric Space

Alzaid, Sara Salem . 2020