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- Title
Averaging theorem for indeterminate conditionally periodic motions.
- Authors
Filatov, O.
- Abstract
The article presents the Riemann integrable functions in theorems for indeterminate conditionally periodic motions. It notes that its differential inclusion can be determined by two admissible velocities that are continuous on any intervals. In addition, the derivatives belonging to a set of admissible velocity is called as the solution of problem. Also presented is the relation between the spatial average and the maximum average limit.
- Subjects
RIEMANN-Hilbert problems; RIEMANN integral; RIEMANN hypothesis; RIEMANN-Roch theorems; DIOPHANTINE analysis; DIOPHANTINE equations
- Publication
Mathematical Notes, 2011, Vol 90, Issue 1/2, p301
- ISSN
0001-4346
- Publication type
Article
- DOI
10.1134/S0001434611070339