Nambu mechanics, $n$-ary operations and their quantization
We start with an overview of the "generalized Hamiltonian dynamics" introduced in 1973 by Y. Nambu, its motivations, mathematical background and subsequent developments -- all of it on the classical level. This includes the notion (not present in Nambu's
Dito, Giuseppe +2 more
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Combinatorial models for Taylor polynomials of functors
29 pages. Replaces an earlier version after significant changes to Sections 1 and 3. These changes add motivation for the varying center tower, and add a detailed explanation of an application to the de Rham ...
Bauer, Kristine +3 more
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Explicit Multi-point Taylor Polynomial
The multi-point Taylor polynomial, which is the general, unique and of minimum degree ($mk+m-1$) polynomial $P_{k,m}(x)$ which interpolates a function's derivatives in multiple points is presented in its explicit form. A proof that this expression satisfies the multi-point Taylor polynomial's defining property is given.
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Sébastien Lengagne +3 more
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A Diagnostic Procedure for Identifying Isotherm Models in Liquid Chromatography. [PDF]
Katsoulas K +3 more
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Inf-sup stable space-time Local Discontinuous Galerkin method for the heat equation. [PDF]
Gómez S, Perinati C, Stocker P.
europepmc +1 more source
Inverse Analytical Formula for the Correction of Severe Barrel Lens Distortion Modelled by a Depressed Radial Distortion Polynomial. [PDF]
Ikokou GB, Shoko M, Tagoe ND.
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A Frequency- and Power-Dependent Semi-Analytical Model for Wideband RF Energy Harvesting Rectifiers. [PDF]
Zuhur S.
europepmc +1 more source
Comparison of cNORM and LMS methods for estimating reference percentile curves from biometric data. [PDF]
Laurenz R, Lenhard W.
europepmc +1 more source
Reformulated predictive torque and flux control with a full-order adaptive observer and accurate discrete-time models for sensorless induction machine drives. [PDF]
Herrera-Hernández R +3 more
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