Here we adopt, develop further and use the principle of duality in time scales Caputo, [Time scales: from nabla calculus to delta calculus and vice versa via duality, arxiv: 0910.0085v1 [math.OC] 1 Oct. 2009]. Using this principle and based on a variety of important delta inequalities we produce the corresponding nabla ones. We give several applications. © 2010 Taylor & Francis
Here we present the necessary background on nabla time scales approach. Then we give general related...
Here we give univariate and multivariate delta and nabla Grüss type and Comparison of Means inequali...
Calculus for dynamic equations on time scales, which offers a unification of discrete and continuous...
In this note we show how one can obtain results from the nabla calculus from results on the delta ca...
In this note we show how one can obtain results from the nabla calculus from results on the delta ca...
Abstract. In this note we show how one can obtain results from the nabla calculus from results on th...
Here we develop the Delta Fractional Calculus on Time Scales. Then we produce related integral inequ...
AbstractHere we develop the nabla fractional calculus on time scales. Then we produce related integr...
Here we develop the nabla fractional calculus on time scales. Then we produce related integral inequ...
The discrete, the quantum, and the continuous calculus of variations, have been recently unified and...
Here we give the necessary background on delta time scales approach. Then we present general related...
Thesis (Master)--Izmir Institute of Technology, Mathematics, Izmir, 2007Includes bibliographical ref...
AbstractIn this work, we establish Hölder’s inequality, Minkowski’s inequality and Jensen’s inequali...
Here we give the necessary background on delta time scales approach. Then we present general related...
In this paper, Hardy–Leindler, Hardy–Yang and Hwang type inequalities are extended on time scales ca...
Here we present the necessary background on nabla time scales approach. Then we give general related...
Here we give univariate and multivariate delta and nabla Grüss type and Comparison of Means inequali...
Calculus for dynamic equations on time scales, which offers a unification of discrete and continuous...
In this note we show how one can obtain results from the nabla calculus from results on the delta ca...
In this note we show how one can obtain results from the nabla calculus from results on the delta ca...
Abstract. In this note we show how one can obtain results from the nabla calculus from results on th...
Here we develop the Delta Fractional Calculus on Time Scales. Then we produce related integral inequ...
AbstractHere we develop the nabla fractional calculus on time scales. Then we produce related integr...
Here we develop the nabla fractional calculus on time scales. Then we produce related integral inequ...
The discrete, the quantum, and the continuous calculus of variations, have been recently unified and...
Here we give the necessary background on delta time scales approach. Then we present general related...
Thesis (Master)--Izmir Institute of Technology, Mathematics, Izmir, 2007Includes bibliographical ref...
AbstractIn this work, we establish Hölder’s inequality, Minkowski’s inequality and Jensen’s inequali...
Here we give the necessary background on delta time scales approach. Then we present general related...
In this paper, Hardy–Leindler, Hardy–Yang and Hwang type inequalities are extended on time scales ca...
Here we present the necessary background on nabla time scales approach. Then we give general related...
Here we give univariate and multivariate delta and nabla Grüss type and Comparison of Means inequali...
Calculus for dynamic equations on time scales, which offers a unification of discrete and continuous...
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