On isolated sets of solutions of some tw
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Roman Srzednicki
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Article
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2003
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Elsevier Science
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English
β 151 KB
We present a geometric approach to the question of existence of solutions of the two-point boundary value problem αΊ = f(t; x); x(a) β P; x(b) β Q; where P and Q are submanifolds of the phase space. For an isolated set K of initial values of solutions of the problem, we associate the intersection