Petersburg Department of Steklov Institute of Mathematics

PREPRINTS 2014

  1. Dmitry Sokolov
    LOWER BOUNDS FOR DPLL ALGORITHMS WITH SPLITTING OVER LINEAR FUNCTIONS

    (ä. ï. óÏËÏÌÏ×. îéöîéå ïãåîëé îá ÷òåíñ òáâïôù DPLL áìçïòéôíï÷ ó òáóýåðìåîéåí ðï ìéîåêîùí æõîëãéñí

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  1. Yu. V. Matiyasevich
    THE RIEMANN HYPOTHESIS AND EIGENVALUES OF RELATED HANKEL MATRICES. I

    (à. ÷. íÁÔÉÑÓÅ×ÉÞ. çéðïôåúá òéíáîá é óïâóô÷åîîùå þéóìá ó÷ñúáîîùè ó îåê çáîëåìå÷ùè íáôòéã. I

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  1. N. V. Tsilevich and A. M. Vershik
    ïN A RELATION BETWEEN THE BASIC REPRESENTATION OF THE AFFINE LIE ALGEBRA $\widehat{\mathfrak{sl}_2}$ AND A SCHUR-WEYL REPRESENTATION OF THE INFINITE SYMMETRIC GROUP

    (î. ÷. ãÉÌÅ×ÉÞ, á. í. ÷ÅÒÛÉË. ï ó÷ñúé íåöäõ âáúéóîùí ðòåäóôá÷ìåîéåí áææéîîïê áìçåâòù ìé $\widehat{\mathfrak{sl}_2}$ é ðòåäóôá÷ìåîéåí ûõòá-÷åêìñ âåóëïîåþîïê óéííåôòéþåóëïê çòõððù

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  1. E. Sh. Gutshabash, P. P. Kulish
    NEW EXACT SOLUTIONS OF THE BORN-INFELD MODEL

    (å. û. çÕÔÛÁÂÁÛ, ð. ð. ëÕÌÉÛ. îï÷ùå ôïþîùå òåûåîéñ íïäåìé âïòîá-éîæåìøäá)

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  1. M. M. Skriganov
    DYADIC SHIFT RANDOMIZATION IN CLASSICAL DISCREPANCY THEORY

    (í. í. óËÒÉÇÁÎÏ×. äéáäéþåóëáñ òáîäïíéúáãéñ ÷ ôåïòéé òá÷îïíåòîï òáóðòåäåìåîîùè ôïþåþîùè íîïöåóô÷)

    [ Abstract ] [ Full text: (.pdf.gz) ]

  1. N. M. Bogoliubov
    TIME-DEPENDENT CORRELATION FUNCTIONS FOR A BIMODAL BOSE-HUBBARD MODEL

    (î. í. âÏÇÏÌÀÂÏ×. ÷òåíåîîùå ëïòòåìñãéïîîùå æõîëãéé äìñ âéíïäï÷ïê íïäåìé âïúå-èáââáòäá)

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  1. O. B. Prozorov
    QUOTATION ANALYSIS AS BASED ON SHEAF-THEORETIC FORMAL SEMANTICS. I

    (ï. â. ðÒÏÚÏÒÏ×. áîáìéú ãéôéòï÷áîéñ, ïóîï÷áîîùê îá ôåïòåôéëï-ðõþëï÷ïê æïòíáìøîïê óåíáîôéëå. I)

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