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Investigation of solvability condition for sixth-order boundary value problem
Author(s) -
Akram H. Mahmood,
Alaa Ahmed Mohamed
Publication year - 2012
Publication title -
mağallaẗ al-tarbiyaẗ wa-al-ʻilm
Language(s) - English
Resource type - Journals
eISSN - 2664-2530
pISSN - 1812-125X
DOI - 10.33899/edusj.2012.59157
Subject(s) - boundary value problem , mathematics , order (exchange) , mixed boundary condition , ordinary differential equation , free boundary problem , value (mathematics) , mathematical analysis , term (time) , elliptic boundary value problem , differential equation , physics , statistics , finance , quantum mechanics , economics
صخلملا ةبترلا نم ةسناجتم ريغ ةيطخ ةيمضافت ةلداعمل لحلا طرش ةسا رد ثحبلا اذى يف انلوانت سداسلا ة عم طورش ةسناجتم ريغ ةيدودح . ناك اذإ ونا ىلإ انمصوت ةسا ردلا هذى للاخ نمو ريغ لح ةسناجتملا ةلأسممل لح ايل ةسناجتملا ريغ ةيدودحلا ميقلا ةلأسم نأف يرفصلا كلذو اذإ ح ريغ دحلا قق طرش سناجتملا لحلا ىطعملا يحيضوتلا لاثملا للاخ نم جئاتنلا ديكأت مت دقو . Abstract This paper is concerned with the solvability condition for nonhomogenous linear boundary value problem for sixth-order ordinary differential equation. Throughout this study, we observed that, when the homogenous problem have nontrivial solution,then the nonhomogenous boundary value problem have a solution in case of nonhomogenous term that satisfied the solvability condition. We justified our results through the given example.

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