Results 261 to 270 of about 9,817,569 (280)
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Cauchy problem in the class of monotone increasing functions
Journal of Contemporary Mathematical Analysis, 2007The paper establishes some solvability conditions of the Cauchy problem for linear differential equation in the class of monotone increasing functions. The results are applied for clarifying the possibility of flight along a given trajectory under existence of braking forces.
N. E. Tovmasyan, H. A. Babayan
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Bounds for the closure ordinals of essentially monotonic increasing functions
Journal of Symbolic Logic, 1993AbstractLet Ω ≔ ℵ1. For any α< εΩ + 1 ≔ min {ξ > Ω: ξ = ωξ} let EΩ(α) be the finite set of ε-numbers below Ω which are needed for the unique representation of α in Cantor-normal form using 0, Ω, +, and ω. Let α* ≔ max(EΩ(α) ∪ {0}). A function f: εΩ + 1 → Ω is called essentially increasing, if for any α < εΩ + 1; f(α) ≥ α*: f is called ...
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Bounds for the closure ordinals of replete monotonic increasing functions
Journal of Symbolic Logic, 1975Whenever particular ordinals are used as tools in a proof or a definition, it is necessary to find a way of representing them. If the ordinals are sufficiently small, there is a standard way (e.g. Cantor normal forms for ordinals less than ε0); in general, representations are often found by using functions on initial segments of the ordinals: Each term
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A Fast and Accurate Algorithm for IIR Adaptive Notch Filter Using Monotonically Increasing Function
IEICE Proceeding Series, 2014Yosuke, SUGIURA, Naoyuki, AIKAWA
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Optimization of the Optimal Coefficients of Non-Monotonically Increasing Incremental Cost Curves
Electric Power Systems Research, 1991S A Soliman
exaly
A Geometric Construction of Continuous, Strictly Increasing Singular Functions
Proceedings of the Japan Academy Series A: Mathematical Sciences, 2007Hisashi Okamoto, Marcus Wunsch
exaly
IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences, 2017
Shunsuke Koshita +2 more
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Shunsuke Koshita +2 more
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