“…Our results extend those of [25] from the nonimpulsive case to the impulsive case. Our approach using differential inequalities is based on ideas in [24,25].…”
Section: U(t)supporting
confidence: 63%
“…Our approach using differential inequalities is based on ideas in [24,25]. Moreover, our new results complement and extend those of [26][27][28] in the sense that we allow superlinear growth of f (t, p, q) in p and q .…”
Section: U(t)mentioning
confidence: 58%
“…Inspired by [21,24,25], in this paper, we investigate the following second-order impulsive nonlinear differential equations with periodic boundary value conditions problem:…”
Recommended by Kanishka PereraWe are concerned with the nonlinear second-order impulsive periodic boundary value problem, new criteria are established based on Schaefer's fixed-point theorem.
“…Our results extend those of [25] from the nonimpulsive case to the impulsive case. Our approach using differential inequalities is based on ideas in [24,25].…”
Section: U(t)supporting
confidence: 63%
“…Our approach using differential inequalities is based on ideas in [24,25]. Moreover, our new results complement and extend those of [26][27][28] in the sense that we allow superlinear growth of f (t, p, q) in p and q .…”
Section: U(t)mentioning
confidence: 58%
“…Inspired by [21,24,25], in this paper, we investigate the following second-order impulsive nonlinear differential equations with periodic boundary value conditions problem:…”
Recommended by Kanishka PereraWe are concerned with the nonlinear second-order impulsive periodic boundary value problem, new criteria are established based on Schaefer's fixed-point theorem.
“…We refer the reader to [3][4][5][6][7][8][9][10][11][12][13] for other recent results on nonlinear multi-point boundary value problems. This paper is mainly concerned with the existence of nonzero solutions to the generalized boundary value problem such as…”
“…The existence and multiplicity of BVPs have been studied extensively, we refer the reader to [1][2][3][4][5][6][8][9][10] and their references. We note that the uniqueness of solutions for third-order BVPs are studied very less.…”
This paper is devoted to study the uniqueness of solutions for the thirdorder boundary value problems. Differential inequalities and fixed point theorem are used. In particular, nonlinearity term is a L p -Carathédory function, p ≥ 1.
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