AbstractThis paper establishes some new maximum principles for second order dynamic equations on time scales, including: a strong maximum principle; a generalized maximum principle; and a boundary point lemma. The new results include, as special cases, well-known ideas for ordinary differential equations and difference equations
We prove several growth theorems for second-order dynamic equations on time scales. These theorems c...
summary:In the first part of this paper we establish the theory of rapid variation on time scales, w...
In this chapter, we introduce the study of disconjugacy of nth order dynamic equations on time scale...
This paper establishes some: new maximum principles for second order dynamic equations on time scale...
We apply the strong maximum principle to obtain a priori bounds and uniqueness of solutions for some...
AbstractThis paper establishes some new maximum principles for second order dynamic equations on tim...
We consider the second dynamic operators of elliptic type on time scales. We establish basic general...
In this paper I will give criteria under which boundary value problems for second order dynamic equa...
In this work, an analogue of Pontryagin\u27s maximum principle for dynamic equations on time scales ...
Abstract. We discuss a number of recent results for second order linear and nonlinear dynamic equati...
In this study, we show that analogues of the classical concepts of Weyl limit point and limit circle...
在這篇論文裡，我們要討論的是在多維度的時間刻度下橢圓型動態算子和拋物型動態算子的極大值定理，並藉此得到一些應用。事實上，我們是將微分方程及差分方程裡的極大值定理推廣至所謂的動態方程中。In this ...
AbstractWe obtain several comparison theorems for second order linear dynamic equations on a time sc...
AbstractIn this paper, a generalized nonlinear dynamic integral inequality on time scales is establi...
The model given purely by differential equations works well for continuous behavior such as populati...
We prove several growth theorems for second-order dynamic equations on time scales. These theorems c...
summary:In the first part of this paper we establish the theory of rapid variation on time scales, w...
In this chapter, we introduce the study of disconjugacy of nth order dynamic equations on time scale...
This paper establishes some: new maximum principles for second order dynamic equations on time scale...
We apply the strong maximum principle to obtain a priori bounds and uniqueness of solutions for some...
AbstractThis paper establishes some new maximum principles for second order dynamic equations on tim...
We consider the second dynamic operators of elliptic type on time scales. We establish basic general...
In this paper I will give criteria under which boundary value problems for second order dynamic equa...
In this work, an analogue of Pontryagin\u27s maximum principle for dynamic equations on time scales ...
Abstract. We discuss a number of recent results for second order linear and nonlinear dynamic equati...
In this study, we show that analogues of the classical concepts of Weyl limit point and limit circle...
在這篇論文裡，我們要討論的是在多維度的時間刻度下橢圓型動態算子和拋物型動態算子的極大值定理，並藉此得到一些應用。事實上，我們是將微分方程及差分方程裡的極大值定理推廣至所謂的動態方程中。In this ...
AbstractWe obtain several comparison theorems for second order linear dynamic equations on a time sc...
AbstractIn this paper, a generalized nonlinear dynamic integral inequality on time scales is establi...
The model given purely by differential equations works well for continuous behavior such as populati...
We prove several growth theorems for second-order dynamic equations on time scales. These theorems c...
summary:In the first part of this paper we establish the theory of rapid variation on time scales, w...
In this chapter, we introduce the study of disconjugacy of nth order dynamic equations on time scale...
DOI
Add to ORKG