March 15, 1968 Ankara, Turkey Dear Serre, Thank you very much for your letter and the various reprints. I should have anticipated the trouble you would have with the functional equation but I did not. Please accept my ap

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ON A FUNCTIONAL-DIFFERENTIAL EQUATION ARISING FROM A TRAFFIC FLOW MODEL∗ REINHARD ILLNER AND GEOFFREY MCGREGOR† Abstract. We provide a derivation in the context of a traffic flow model, and both analytical and numeri

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Abstracts Jim Brown Congruences for paramodular Saito-Kurokawa lifts and applications Let φ ∈ Sk (Γ0 (M )) be a newform whose functional equation has sign −1. It is well known there is a lift of φ to a Siegel modu

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FIRST ANNUAL WORKSHOP of Functional Analysis and Applications Group May 15, 2010, Room Sousa Pinto, 08:15 AM TALKS: Luís Castro

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• Mathematics
• Algebra
• Mathematical analysis
• Linear algebra
• Operator theory
• Hilbert space
• Integral equation
• Integral transform
• Functional analysis
• Equation
• Partial differential equation
• Integral

FULL DISCRETIZATION OF SECOND-ORDER NONLINEAR EVOLUTION EQUATIONS: STRONG CONVERGENCE AND APPLICATIONS∗ ‡ ˇ SKA ˇ

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• Mathematical analysis
• Calculus
• Analysis
• Partial differential equations
• Distribution
• Functional analysis
• Wave equation
• Finite element method

U:MDLPDE•5-ISSUESLPDE-40(5)LPDE992533FORONLINE.DVI

Source URL: www.siltanen-research.net

• Mathematical analysis
• Calculus
• Mathematics
• Differential equations
• Generalized functions
• Functional analysis
• Spectral theory
• Heat equation
• Heat transfer
• Distribution
• Partial differential equation
• Heat kernel

Overview Problem Solving, Programming, and Calculation Basic concepts of functional programming: computation by calculation, values, expressions, types, declarations

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• Software engineering
• Computer programming
• Functional languages
• Programming idioms
• Recursion
• Theoretical computer science
• Functional programming
• Monad
• Lisp
• F Sharp
• Equation solving
• Exponentiation

Existence via time discretization for a class of doubly nonlinear operator-differential equations of Barenblatt-type1 Etienne Emmrich∗ Technische Universit¨at Berlin, Institut f¨ur Mathematik, Straße des 17. Juni 13

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• Mathematical analysis
• Mathematics
• Algebra
• Functional analysis
• Linear algebra
• Distribution
• Partial differential equations
• Linear map
• Sobolev spaces for planar domains
• Heat equation

Simulation of Laser Beam Propagation With a Paraxial Model in a Tilted Frame Marie Doumic ∗

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• Mathematical analysis
• Mathematics
• Generalized functions
• Functional analysis
• Fourier analysis
• Elliptic partial differential equations
• Mathematical physics
• Helmholtz equation
• Differential equation
• Envelope
• Distribution
• Fourier transform

letters to nature D…f† ˆ DV 2 td . We approximate the behaviour of the decay time with td ˆ y=2:5DV, and use the measured functional form for y, and the expression for DV in equation (2), thereby obtaining a new anal

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• Oceanography
• Physical oceanography
• Photosynthetic pigments
• Tetrapyrroles
• Physical geography
• Atmospheric dynamics
• Physics
• Rossby wave
• Chlorophyll
• Coherence
• Baroclinity
• SeaWiFS