On the Prandtl equation on a finite interval.
Kapanadze, D. (1999)
Bulletin of TICMI
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Displaying similar documents to “A generalization of the self-dual induction to every interval exchange transformation”
On the Prandtl equation on a finite interval.
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On the structure of minimal attraction centers of recurrent trajectories of continuous maps of the interval.
Sivak, A.G. (1994)
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Twist systems on the interval
Jozef Bobok (2002)
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Let I be a compact real interval and let f:I → I be continuous. We describe an interval analogy of the irrational circle rotation that occurs as a subsystem of the dynamical system (I,f)-we call it an irrational twist system. Using a coding we show that any irrational twist system is strictly ergodic. We also prove that irrational twist systems exist as subsystems of a large class of systems (I,f) having a cycle of odd period greater than one.
Construction of second order linear differential equations with solutions of prescribed properties
František Neuman (1965)
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A Sufficient Disconjugacy Condition for the Third Order Differential Equation
Marta Gerová (1974)
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Peter Eliaš (2003)
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Warren White (1972)
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Michal Misiurewicz (1989)
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Multiplication of convex sets in C(K) spaces
José Pedro Moreno, Rolf Schneider (2016)
Studia Mathematica
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Let C(K) denote the Banach algebra of continuous real functions, with the supremum norm, on a compact Hausdorff space K. For two subsets of C(K), one can define their product by pointwise multiplication, just as the Minkowski sum of the sets is defined by pointwise addition. Our main interest is in correlations between properties of the product of closed order intervals in C(K) and properties of the underlying space K. When K is finite, the product of two intervals in C(K) is always...