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The goal of this study was to investigate the post-activation performance enhancement (PAPE) and optimal time window following complex training (CT) to increase ice-hockey player skating speed and endurance. Ten professional ice-hockey players (age= 19.8±
Sébstien Lagrange
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Lagrange-Poincare field equations [PDF]
The Lagrange-Poincare equations of classical mechanics are cast into a field theoretic context together with their associated constrained variational principle.
Ellis, David C. P. +3 more
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The monastic reforms of the 10th century greatly increased the role of the psalter, a biblical book that became the main tool of a monk in personal and collective prayer.
Blanche Lagrange
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Introducing SPAIN (SParse Audio INpainter)
A novel sparsity-based algorithm for audio inpainting is proposed. It is an adaptation of the SPADE algorithm by Kiti\'c et al., originally developed for audio declipping, to the task of audio inpainting.
blumensath +12 more
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Exploring Applications of Lagrange’s Equations in Technology: A Systematic Literature Review
Lagrange's equation is a formula in analytical mechanics used to solve problems with physical system dynamics. It allows mathematical modeling to simplify complex mechanical problems by changing the coordinate system, thus providing a deeper ...
Fitria Siska Damayanti +4 more
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Lagrange Anchor and Characteristic Symmetries of Free Massless Fields [PDF]
A Poincar\'e covariant Lagrange anchor is found for the non-Lagrangian relativistic wave equations of Bargmann and Wigner describing free massless fields of spin $s>1/2$ in four-dimensional Minkowski space.
Alexey A. Sharapov +3 more
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Deux extraits commentés des Basses Œuvres de ‘Abduh Khāl
In his novel Tarmī bi‑sharar (Throwing Sparks) for which he won the International Prize for Arab Fiction in 2010, Saudi novelist ‘Abduh Khāl holds an unflattering mirror to the Wahhabi kingdom.
Frédéric Lagrange
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Fractional Almost Kahler - Lagrange Geometry
The goal of this paper is to encode equivalently the fractional Lagrange dynamics as a nonholonomic almost Kahler geometry. We use the fractional Caputo derivative generalized for nontrivial nonlinear connections (N-connections) originally introduced in ...
Baleanu, Dumitru, Vacaru, Sergiu I.
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Holonomic constraints : an analytical result
Systems subjected to holonomic constraints follow quite complicated dynamics that could not be described easily with Hamiltonian or Lagrangian dynamics.
Allen M P +4 more
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Limit point buckling of a finite beam on a nonlinear foundation
In this paper, we consider an imperfect finite beam lying on a nonlinear foundation, whose dimensionless stiffness is reduced from 1 to k as the beam deflection increases.
Romain Lagrange
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