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Platonic polyhedra periodic orbits and chaotic motions in the N -body problem with non-Newtonian forces Giorgio Fusco∗ Giovanni F Gronchi† Abstract We consider the N…
LINEAR EVOLUTION OPERATORS ON SPACES OF PERIODIC FUNCTIONS WOLFGANG ARENDT AND PATRICK J. RABIER Abstract. Given a family A(t) of closed unbounded operators on a UMD Banach…
Representing Periodic Functions by Fourier Series � � � �23.2 Introduction In this Section we show how a periodic function can be expressed as a series of sines and…
; Conductivity matrix: a(y) = (akl(y)), y ∈ IRN Symmetric matrix Boundedness |akl(y)| ≤ M Positive definiteness a(y) ≥ a0I ∀y with a0 > 0 Periodicity:
Hung V. Tran joint works with W. Jing, H. Mitake, and Y. Yu CNA Seminar, CMU, January 2020 Hung V. Tran (UW Madison) Optimal rate of convergence 1 / 22 Homogenization Theory
Annales Univ. Sci. Budapest., Sect. Comp. 48 (2018) 65–80 ON THE PERIODIC HURWITZ ZETA-FUNCTION WITH RATIONAL PARAMETER (Vilnius, Lithuania) (Received March 19, 2018;
perturbation theory Lin Lin New Frontiers in Electron Correlation, Telluride, June 2021 arXiv:2102.09652 (JCTC in press) 3 • Simplest wavefunction based theory for correlation
Fast Numerical Methods for Fractional Diffusion Equations Zhao-Peng Hao Department of Mathematics Worcester Polytechnic Institute Nov 9-11 2018 Fast Direct Solver Purdue…
FOCK-SOBOLEV SPACES OF FRACTIONAL ORDER HONG RAE CHO BOO RIM CHOE AND HYUNGWOON KOO ABSTRACT For the full range of index 0 p ≤ ∞ real weight α and real Sobolev order…
Acid-Base Speciation as a Function of pH Fractional composition : α notation HOCl is a weak acid chlorination Cl2 + H2O HOCl + H + + Cl- HOCl H + + OCl- Ka = 10 -7.60 pKa…
A PETROV-GALERKIN FINITE ELEMENT METHOD FOR FRACTIONAL CONVECTION-DIFFUSION EQUATIONS BANGTI JIN∗ RAYTCHO LAZAROV† AND ZHI ZHOU‡ Abstract In this work we develop variational…
NON-CONTRACTIBLE PERIODIC TRAJECTORIES OF SYMPLECTIC VECTOR FIELDS FLOER COHOMOLOGY AND SYMPLECTIC TORSION Dan Burghelea and Stefan Haller preliminary version Abstract For…
On Nonlinear Dispersive Equations in Periodic Structures: Semiclassical Limits and Numerical Methods Peter A. Markowich Department of Applied Mathematics and Theoretical…
1. Robust MPC for fractional-order discrete-time systems P. Sopasakisα,β, S. Ntouskasβ and H. Sarimveisβ α Institute for Advanced Studies Lucca, Italy, β National Technical…
./pfo-pd-c.epsInterpolation, and Fractional Delay Filter Design Julius O. Smith III ([email protected]) Center for Computer Research in Music and Acoustics (CCRMA) Department
On the existence of positive solutions for fractional differential inclusions at resonance Lei Hu* Background In this article, we investigate the existence of positive…
Contents lists available at ScienceDirect Signal Processing Signal Processing 111 2015 94–105 http:d 0165-16 n Corr E-m weiping benoitc journal homepage: wwwelseviercomlocatesigpro…
3-PERIODIC MINIMAL SURFACES AND NETS: BRIEF SUMMARY NOTES, EXERCISES STEPHEN HYDE, MATHCRYST WORKSHOP, DARMSTADT, AUGUST 2010. 1. Surface topology . Figure 1. A recommended…
1 Ch. 8: Electron Levels In Periodic Potential What are the consequences of a periodic potential on the form of the wave functions, irrespective of the exact form of the…
Keith Riles University of Michigan LIGO Scientific Collaboration and the Virgo Collaboration Texas Symposium! Dallas – December 9 2013! Recent Searches for Periodic Continuous…