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Jeopardy 203 Formulas 100 Lines 100 Planes 100 Surfaces 100 Curves 100 Formulas 101 Lines 200 Planes 200 Surfaces 200 Curves 200 Formulas 102 Lines 300 Planes 300 Surfaces…

Approximation of functional depending on jumps by elliptic functional via t-convergence

   Jψ Production and Elliptic Flow in Relativistic Heavy Ion Collisions Che-Ming Ko Texas AM University   Introduction   Jψ production mechanisms   The…

NASA Technical Memorandum 110285 The Kirchhoff Formulas for Moving Surfaces in Aeroacoustics - The Subsonic and Supersonic Cases F. Farassat Langley Research Center, Hampton,…

PHYSICAL REVIEW FLUIDS 1, 033905 (2016) Air entrainment in hairy surfaces Alice Nasto,1 Marianne Regli,1 P.-T. Brun,2 José Alvarado,1 Christophe Clanet,3 and A. E. Hosoi1,2…

A Willmore functional for compact surfaces in the complex projective plane Sebastián Montiel ∗ Francisco Urbano ∗ 1 Introduction Amongst the global conformal invariants…

Mémo: UGR Taux d’éblouissement Unified Glare Rating www.resistex-sa.com Lb cdm² : luminance de fond, c’est-à-dire la luminance uniforme de tout l’environnement…

SUPERSINGULAR ELLIPTIC CURVES, THETA SERIES AND WEIGHT TWO MODULAR FORMS Matthew Emerton Northwestern University This paper deals with two subjects and their interaction.…

Mahler’s measure and L-functions of elliptic curves at s = 3 David Boyd University of British Columbia SFU-UBC Number Theory Seminar David Boyd (UBC) Mahler measure and…

J DIFFERENTIAL GEOMETRY 301989505-522 NODAL SETS FOR SOLUTIONS OF ELLIPTIC EQUATIONS ROBERT HARDT LEON SIMON Here we study on a connected domain ΩcR the zero set u~ι{0}…

Otemon Economic Studies, 17 (1984) On asymptotic distribution of eigenvalues for a certain elliptic operator in a cylindrical domain FUMIOKI ASAKURA 25 §0. In this note,…

Linear Change of Variables The Method of Characteristics Summary Solving First Order PDEs Ryan C. Daileda Trinity University Partial Differential Equations January 21, 2014…

Adaptive Control of PDEs Andrey Smyshlyaev and Miroslav Krstic University of California, San Diego Backstepping Control Design Unstable heat equation ut = uxx +λu u0 = 0…

1 1 Minimal surfaces in q-deformed AdS₅×S⁵ 13112015 @ YITP Workshop Field Theory and String Theory Takashi Kameyama  Dept of Phys Kyoto U Based on: arXiv:14082189…

CLOSED SELF-SHRINKING SURFACES IN R3 VIA THE TORUS NIELS MARTIN MØLLER Abstract We construct many closed embedded mean curvature self-shrinking sur- faces Σ2g ⊆ R3 of…

KYUSHU UNIVERSITY DOCTORAL THESIS (2002) A STUDY ON THE SELMER GROUPS OF ELLIPTIC CURVES WITH A RATIONAL 2-TORSION TAKESHI GOTO Abstract. A natural number is called a congruent…

GEOMETRY OF CURVES AND SURFACES ANDRÉ NEVES Lecture 1 A parametrized curve is a smooth function φ : [a, b]→ Rn, ( with n = 2 or n = 3) where |φ′(t)| 6= 0 for all…

D ra ftComputation of frequency responses of PDEsin ChebfunMihailo Jovanovićwww.umn.edu/∼mihailo joint work with: Binh K. Lieu 2012 SIAM Annual Meeting http://www.ece.umn.edu/users/mihailo/…

Zeros of the Selberg zeta function for non-compact surfaces Abstract In the present paper we provide a rigorous mathematical foundation for describing the zeros of the Selberg…

The role of minimal surfaces in the study of the Allen-Cahn equation Frank Pacard Abstract In these lectures we review some recent results on the existence of solutions of…