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Titlebook: Stability Theory and the Existence of Periodic Solutions and Almost Periodic Solutions; T. Yoshizawa Book 1975 Spring-Verlag New York Inc.

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T. Yoshizawaring the program execution, which can be used to control the data mapping on the architecture. In our proposal, the programmer can express affinity between a task and the following resources: a thread, a NUMA node, and a data. We then present an implementation of this proposal in the Clang-3.8 compi
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T. Yoshizawaring the program execution, which can be used to control the data mapping on the architecture. In our proposal, the programmer can express affinity between a task and the following resources: a thread, a NUMA node, and a data. We then present an implementation of this proposal in the Clang-3.8 compi
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Stability Theory and the Existence of Periodic Solutions and Almost Periodic Solutions
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Stability and Boundedness, g(t,y) the right-hand side of (6.2), clearly g(t,0) ≡ 0 and the zero solution y(t) ≡ 0 of (6.2) corresponds to x (t). Therefore it is sufficient to discuss the stability of y(t) ≡ 0 of (6.2) in place of x.(t). For this reason, we assume that f(t,0) ≡ 0 and that D is a domain such that |x| < H,H > 0.
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