AbstractIn this paper we study the process of Riemann and Lebesgue integration on time scales. The relationship of the Riemann and Lebesgue integrals is considered and a criterion for Riemann integrability is established
Time scale calculus is the study of concepts like derivatives and integrals applied to a set T calle...
In this work, we present an extension of dynamic reverse Minkowski’s inequality by using the time sc...
The theory of time scales was introduced by Stefan Hilger in his Ph. D. thesis in 1988, supervised b...
AbstractIn this paper we study the process of Riemann and Lebesgue integration on time scales. The r...
We study the process of multiple Lebesgue integration on time scales. The relationship of the Rieman...
An introductory-level theory of integration was studied, focusing primarily on the well-known Rieman...
In this paper, we introduce the nabla fractional derivative and fractional integral on time scales i...
We study the process of integration on time scales in the sense of Riemann-Stieltjes. Analogues of t...
Thesis (Master)--Izmir Institute of Technology, Mathematics, Izmir, 2007Includes bibliographical ref...
AbstractWe will study the Henstock–Kurzweil delta and nabla integrals, which generalize the Henstock...
In this paper, we introduce the nabla fractional derivative and fractional integral on time scales i...
In [86, Section 1.4], the concept of integration on time scales is defined by means of an antideriva...
© 2012 Dr. Paul Anthony WilliamsFractional calculus, the study of integration and differentiation of...
The Riemann integral is the simplest integral to define, and it allows one to integrate every contin...
The theory of time scales was introduced by Stefan Hilger in his Ph. D. thesis in 1988, supervised b...
Time scale calculus is the study of concepts like derivatives and integrals applied to a set T calle...
In this work, we present an extension of dynamic reverse Minkowski’s inequality by using the time sc...
The theory of time scales was introduced by Stefan Hilger in his Ph. D. thesis in 1988, supervised b...
AbstractIn this paper we study the process of Riemann and Lebesgue integration on time scales. The r...
We study the process of multiple Lebesgue integration on time scales. The relationship of the Rieman...
An introductory-level theory of integration was studied, focusing primarily on the well-known Rieman...
In this paper, we introduce the nabla fractional derivative and fractional integral on time scales i...
We study the process of integration on time scales in the sense of Riemann-Stieltjes. Analogues of t...
Thesis (Master)--Izmir Institute of Technology, Mathematics, Izmir, 2007Includes bibliographical ref...
AbstractWe will study the Henstock–Kurzweil delta and nabla integrals, which generalize the Henstock...
In this paper, we introduce the nabla fractional derivative and fractional integral on time scales i...
In [86, Section 1.4], the concept of integration on time scales is defined by means of an antideriva...
© 2012 Dr. Paul Anthony WilliamsFractional calculus, the study of integration and differentiation of...
The Riemann integral is the simplest integral to define, and it allows one to integrate every contin...
The theory of time scales was introduced by Stefan Hilger in his Ph. D. thesis in 1988, supervised b...
Time scale calculus is the study of concepts like derivatives and integrals applied to a set T calle...
In this work, we present an extension of dynamic reverse Minkowski’s inequality by using the time sc...
The theory of time scales was introduced by Stefan Hilger in his Ph. D. thesis in 1988, supervised b...
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