Citation: | The Existence of two Positive Solutions to Three-point Boundary Value Problem on Time Scales[J]. Journal of South China Normal University (Natural Science Edition), 2017, 49(4): 102-105. |
[1]Hilger S.Analysis on measure chains: A unified approach to continuous and discrete calculusResults Math. 1990,18:18-56.[J].Results Math, 1990, 18(1):18-56
[2]Agarwal R.P., Bohner M., Li W. T., Nonoscillation and oscillation theory for functional differential equations, pure and applied mathematics series[M]. New York: Marcel Dekker, 2004.
[3]Bohner M.Peterson A., Dynamic Equations on Time scales, an Introduction with Applications[M].Boston:
[4]Sun J.P.,Perera K,Existence of positive solution to second-order three-point BVPs on time scales[J].Boundary Value Problems 2009, 2009(1):10-15.[J].Boundary Value Problems, 2009, 2009(1):10-15
[5]Agarwal R.P.,Bohner M,Saker SH.,Oscillation of second order delay dynamic equations[J].Canadian Applied Mathematics Quarterly, 2005, 13(1):1-18
[6]Liang G.H.,Xian FZ.,Positive solutions of semipositone higher-order differential equations on time scales[J].Nonlinear Analysis 2011, 74(9):3033-3045.[J].Nonlinear Analysis, 2011, 74(9):3033-3045
[7]Kameswara A.R.,Positive solution for a system of nonlinear boundary-value problem on time scalesElectron. J.Diff.Equ.,Anal.2009,127(1):1-9.[J].Electron. J.Diff.Equ., Anal, 2009, 127(1):1-9
[8]Zhao J.F.,Lian HR.,Ge. W. G.,Existence of positive solutions for nonlinear m-point boundary problems on time scales[J].Boundary Value Problems 2012, 2012(1):1-15.[J].Boundary Value Problems, 2012, 2012(1):1-15
[9]Avery M.A.,Henderson J,Two positive fixed points of nonlinear operators on ordered Banach spaces,Comm. Appl. Nonlinear Anal. 8(2001):27-36.[J].Comm. Appl. Nonlinear Anal., 2002, 2001(8):27-36
[1]Hilger S.Analysis on measure chains: A unified approach to continuous and discrete calculusResults Math. 1990,18:18-56.[J].Results Math, 1990, 18(1):18-56
[2]Agarwal R.P., Bohner M., Li W. T., Nonoscillation and oscillation theory for functional differential equations, pure and applied mathematics series[M]. New York: Marcel Dekker, 2004.
[3]Bohner M.Peterson A., Dynamic Equations on Time scales, an Introduction with Applications[M].Boston:
[4]Sun J.P.,Perera K,Existence of positive solution to second-order three-point BVPs on time scales[J].Boundary Value Problems 2009, 2009(1):10-15.[J].Boundary Value Problems, 2009, 2009(1):10-15
[5]Agarwal R.P.,Bohner M,Saker SH.,Oscillation of second order delay dynamic equations[J].Canadian Applied Mathematics Quarterly, 2005, 13(1):1-18
[6]Liang G.H.,Xian FZ.,Positive solutions of semipositone higher-order differential equations on time scales[J].Nonlinear Analysis 2011, 74(9):3033-3045.[J].Nonlinear Analysis, 2011, 74(9):3033-3045
[7]Kameswara A.R.,Positive solution for a system of nonlinear boundary-value problem on time scalesElectron. J.Diff.Equ.,Anal.2009,127(1):1-9.[J].Electron. J.Diff.Equ., Anal, 2009, 127(1):1-9
[8]Zhao J.F.,Lian HR.,Ge. W. G.,Existence of positive solutions for nonlinear m-point boundary problems on time scales[J].Boundary Value Problems 2012, 2012(1):1-15.[J].Boundary Value Problems, 2012, 2012(1):1-15
[9]Avery M.A.,Henderson J,Two positive fixed points of nonlinear operators on ordered Banach spaces,Comm. Appl. Nonlinear Anal. 8(2001):27-36.[J].Comm. Appl. Nonlinear Anal., 2002, 2001(8):27-36
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