Results 11 to 20 of about 385,717 (303)
Quantifying the hip-ankle synergy in short-term maximal cycling [PDF]
Journal of Biomechanics, 2022 Simulation studies have demonstrated that the hip and ankle joints form a task-specific synergy during the downstroke in maximal cycling to enable the power produced by the hip extensor muscles to be transferred to the crank. The existence of the hip-ankle synergy has not been investigated experimentally. Therefore, we sought to apply a modified vector
Burnie, L. +4 more
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$L_{1}$-maximal regularity for quasilinear second order differential equation with damped term [PDF]
Electronic Journal of Qualitative Theory of Differential Equations, 2015 We investigated a quasilinear second order equation with damped term on the real axis. We gave some suitable conditions for existence of the $L_{1}$-maximal regular solutions of this equation.
Kordan Ospanov
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A Computation of the Maximal Order Type of the Term Ordering on Finite Multisets [PDF]
, 2009 We give a sharpening of a recent result of Aschenbrenner and Pong about the maximal order type of the term ordering on the finite multisets over a wpo. Moreover we discuss an approach to compute maximal order types of well-partial orders which are related to tree embeddings.
Andreas Weiermann, Weiermann, Andreas
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Effect of active warm-up duration on morning short-term maximal performance during Ramadan [PDF]
Libyan Journal of Medicine, 2015 Purpose: To examine the effect of active warm-up duration on short-term maximal performance assessed during Ramadan in the morning. Methods: Twelve healthy active men performed four Wingate tests for measurement of peak power and mean power before and ...
Hana Baklouti +4 more
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Maximal Minors and Their Leading Terms
Advances in Mathematics, 1993 The authors study the Newton polyhedra of the polynomial given by the product of all maximal minors of a \(m \times n\) matrix of indeterminates \(X=(x_{ij})\). It is a polytope in \(\mathbb{R}^{mn}\). The description of this polytope is well known in the following cases: If \(m=n\) it is the Birkhoff polytope of doubly stochastic \(n \times n ...
Sturmfels, B., Zelevinsky, A.
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Bitlyan-Gol'dberg type inequality for entire functions and diagonal maximal term
Математичні Студії, 2020 In the article is obtained an analogue of Wiman-Bitlyan-Gol'dberg type inequality for entire $f\colon\mathbb{C}^p\to \mathbb{C}$ from the class $\mathcal{E}^{p}(\lambda)$ of functions represented by gap power series of the form $$ f(z)=\sum\limits_{k=0}^{
A. O. Kuryliak +2 more
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The Hadamard compositions of Dirichlet series absolutely converging in half-plane
Математичні Студії, 2020 For Dirichlet series with different finite abscissas of absolute convergence in terms of generalized orders the growth of the Hadamard composition of their derivatives is investigated.
M.M. Sheremeta, O.M. Mulyava
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Geosciences, 2023 Probabilistic models for long-term estimations and deep learning models for short-term predictions have been evaluated and analyzed for ocean wave parameters.
Mourani Sinha +3 more
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Scaffolding feedback to maximize long-term error correction [PDF]
Memory & Cognition, 2010 Scaffolded feedback was tested against three other feedback presentation methods (standard corrective feedback, minimal feedback, and answer-until-correct multiple-choice feedback) over both short- and long-term retention intervals in order to assess which method would produce the most robust gains in error correction.
Bridgid, Finn, Janet, Metcalfe
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Stability-preserving perturbation of the maximal terms of Dirichlet series
Проблемы анализа, 2022 Summary: We study stability of the maximal term of the Dirichlet series with positive exponents, the sum of which is an entire function. This problem is of interest, because the Leont'ev formulas for coefficients calculated using a biorthogonal system of functions play the key role in obtaining asymptotic estimates for entire Dirichlet series on ...
A. M. Gaisin, N. N. Aitkuzhina
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