WANG Ying. Positive solutions of the semipositone three-point boundary value problem on time scales[J]. Journal of East China Normal University(Natural Sc, 2012, 2012(5): 101-108.
{1}LUO H, MA Q Z. Positive solutions to a generalized second-orderthree-point boundary-value problem on time scales[J]. E J Differential Equations, 2005(17): 1-14.{2}AGARWAL R P, BOHNER M, WONG P J. Sturm-Liouville eigenvalue problemson time scales[J]. Appl Math Comput, 1999(99): 153-166.{3}AVERY R I, ANDERSON D R. Existence of three positive solutions to asecond-order boundary value problem on a measure chain [J]. J ComputAppl Math, 2002, 141:65-73.{4}CHYAN C J, HENDERSON J. Twin solutions of boundary value problemsfor differential equations on measure chains [J]. J Comput ApplMath, 2002(141): 123-131.{5}KAUFMANN E R. Positive solutions of a three-point boundary valueproblem on a time scale [J]. Electronic J Differential Equations,2003, 82: 1-11.{6}ANDERSON D R. Nonlinear triple-point problems on time scales [J].Electronic J Differential Equations, 2004(47): 1-12.{7}ANDERSON D R, AVERY R I. An even order three-point boundary valueproblem on time scales [J]. J Math Anal Appl, 2004(291): 514-525. {8}ATICI F M, GUSEINOV G S. On Green's functions and positive solutionsfor boundary value problems on time scales [J]. J Comput Appl Math,2002(141): 75-99. {9}CHEN Y. Multiple positive solutions for semipositone m-pointboundary value problem [J]. Chinese J Engineering Math, 2009(26):349-356.{10}BOHNER M, PETERSON A. Dynamic Equations on Time Scales: AnIntroduction with Applications [M]. Boston: Birkh$\ddot{a}$user,2001. {11}BOHNER M, PETERSON A. Advances in Dynamic Equations on Time Scales[M]. Boston: Birkh$\ddot{a}$user, 2002. {12}HILGER S. Analysis on measure chains-a unified approach tocontinuous and discrete calculus [J]. Results Math, 1990(18): 18-56. {13}LEGGETT R W, WILLIAMS L R. Multiple positive fixed points ofnonlinear operators on ordered banach spaces [J]. Indiana Univ MathJ, 1979(28): 673-688. {14}BAI D Y, YU J S. Positive solutions of semipositone BVPs fordifferential systems on time scales [EB/OL]. [2012-06-07].http://www.paper.edu.cn. {15}ZHANG X G, SUN Y P, WANG X Q. Existence result for semipositonesecond-order three-point boundary value problem [J]. Journal ofMathematical Study, 2004(37): 123-128. {16}KAUFMANN E R, KOSMATOV N. Positive Solutions of the semipositoneSturm-Liouville boundary value problem [J]. Communications inMathematical Analysis, 2007(3): 57-67.
中国综合性科技类核心期刊(北大核心)