### Browsed byCategory: Number 6

Fixed point results of integral type on complete $S_{b}$-metric space using $C$-class functions -by Langpoklakpam Premila Devi, Laishram Shambhu Singh

## Fixed point results of integral type on complete $S_{b}$-metric space using $C$-class functions -by Langpoklakpam Premila Devi, Laishram Shambhu Singh

Abstract: In this paper, we use $C$-class function to generalized the concept of a new contractive conditions of integral type on a complete $S_{b}$- metric space. Keywords: $S_{b}$-metric space, $C$-class functions and fixed point.   DOWNLOAD PDF               DOWNLOAD XML     How...

A study of generalized continuous functions -by Zeinab Bandpey and Bhamini M. P. Nayar

## A study of generalized continuous functions -by Zeinab Bandpey and Bhamini M. P. Nayar

Abstract: In the paper, Weak Continuity Forms, Graph Conditions and Applications, the concept of $u$-continuous functions are introduced and presented several applications of such functions. In the present study, by generalizing the concept of $u$-continuity using the notion of an $\alpha$-set, introduced by O. Njastad ,...

Coefficient bounds for a subclass of $m$ - fold symmetric bi-univalent functions with Chebyshev polynomial -by G.Thirupathi

## Coefficient bounds for a subclass of $m$ - fold symmetric bi-univalent functions with Chebyshev polynomial -by G.Thirupathi

Abstract: In this paper, we introduce two new subclasses of $\Sigma _{m}$ consisting of analytic and m-fold symmetric bi-univalent functions in the open unit disk $\mathbb{U}$. Furthermore, we establish bounds for the coefficients for these subclasses. Keywords: Starlike and convex functions, Chebyshev polynomials, $m$-fold symmetric functions, coefficient...

One-Dimensional Solute Transport in a Heterogeneous Porous Media with Pulse Type Input Source -by R. R. Yadav and Joy Roy

## One-Dimensional Solute Transport in a Heterogeneous Porous Media with Pulse Type Input Source -by R. R. Yadav and Joy Roy

Abstract: An advection-dispersion equation subjected to temporally and spatially dependent groundwater velocity, dispersion coefficient along with a time dependent pulse type input of time varying nature is solved for one dimensional semi-infinite porous medium. Input concentration is any continuous smooth function of time acts up to...

Stability analysis of the transmission dynamics of hepatitis B Virus infection with controls in a population -by Remigius Okeke Aja and David Omale

## Stability analysis of the transmission dynamics of hepatitis B Virus infection with controls in a population -by Remigius Okeke Aja and David Omale

Abstract: In this paper, the stability in the occurrence of HB Virus in a population was considered. The equilibrium states were examined. The stability in the occurrence of the HB Virus was verified using the Jacobian method. It was shown that the disease occurrence is unstable...