Bhagwati Chamola | Jaypee Institute of Information Technology University (original) (raw)

Address: Noida, Uttar Pradesh, India

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Papers by Bhagwati Chamola

Research paper thumbnail of Generation of fractals via iterated function system of Kannan contractions in controlled metric space

Mathematics and Computers in Simulation

Research paper thumbnail of Emerging Advancements in Mathematical Sciences

Research paper thumbnail of Dynamics of Julia Sets for Complex Exponential Functions

Communications in Computer and Information Science, 2012

The Julia sets play an important role in the study of the complex analytic dynamics of functions.... more The Julia sets play an important role in the study of the complex analytic dynamics of functions. In this paper we study the patterns of Julia sets associated with complex exponential functions z e z E λ λ =) (using Ishikawa iterative schemes. The bifurcation analysis of such maps is also discussed for the Mann iterates of the function.

Research paper thumbnail of Some coincidence theorems and stability of iterative procedures

Computers & Mathematics with Applications, 2008

Research paper thumbnail of Dynamics of Julia Sets for Complex Exponential Functions

Communications in Computer and Information Science, 2012

The Julia sets play an important role in the study of the complex analytic dynamics of functions.... more The Julia sets play an important role in the study of the complex analytic dynamics of functions. In this paper we study the patterns of Julia sets associated with complex exponential functions z e z E λ λ =) (using Ishikawa iterative schemes. The bifurcation analysis of such maps is also discussed for the Mann iterates of the function.

Research paper thumbnail of Generalized KKM Mapping Theorems

Advances in Intelligent Systems and Computing

Research paper thumbnail of Some coincidence theorems and stability of iterative procedures

The purpose of this paper is to obtain coincidence theorems and study the problem of stability of... more The purpose of this paper is to obtain coincidence theorems and study the problem of stability of iterations for solving coincidence equations on a general setting. Several special cases are discussed.

Research paper thumbnail of Generation of fractals via iterated function system of Kannan contractions in controlled metric space

Mathematics and Computers in Simulation

Research paper thumbnail of Emerging Advancements in Mathematical Sciences

Research paper thumbnail of Dynamics of Julia Sets for Complex Exponential Functions

Communications in Computer and Information Science, 2012

The Julia sets play an important role in the study of the complex analytic dynamics of functions.... more The Julia sets play an important role in the study of the complex analytic dynamics of functions. In this paper we study the patterns of Julia sets associated with complex exponential functions z e z E λ λ =) (using Ishikawa iterative schemes. The bifurcation analysis of such maps is also discussed for the Mann iterates of the function.

Research paper thumbnail of Some coincidence theorems and stability of iterative procedures

Computers & Mathematics with Applications, 2008

Research paper thumbnail of Dynamics of Julia Sets for Complex Exponential Functions

Communications in Computer and Information Science, 2012

The Julia sets play an important role in the study of the complex analytic dynamics of functions.... more The Julia sets play an important role in the study of the complex analytic dynamics of functions. In this paper we study the patterns of Julia sets associated with complex exponential functions z e z E λ λ =) (using Ishikawa iterative schemes. The bifurcation analysis of such maps is also discussed for the Mann iterates of the function.

Research paper thumbnail of Generalized KKM Mapping Theorems

Advances in Intelligent Systems and Computing

Research paper thumbnail of Some coincidence theorems and stability of iterative procedures

The purpose of this paper is to obtain coincidence theorems and study the problem of stability of... more The purpose of this paper is to obtain coincidence theorems and study the problem of stability of iterations for solving coincidence equations on a general setting. Several special cases are discussed.

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