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The links to the most recent publications are available from the personal homepages of our department members . Victor M. Buchstaber, Dmitri V. Leykin. ... Victor M. Buchstaber, Taras E. Panov. ... Victor M. Buchstaber, Elmer G. Rees. ... Ivan A. Dynnikov. ... Ivan A. Dynnikov, Sergey P. Novikov. ... Ivan A. Dynnikov, Sergey V. Smirnov. ... Sergey P. Novikov. ... Taras Panov, Nigel Ray, Rainer Vogt. ... Boris I. Botvinnik, Victor M. Buchstaber, Sergey P. Novikov, Sergey A. Yuzvinsky. ...

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... Departments . ... Head of the department: Moiseev Evgeny, Academician of RAS, Professor, Dr. Sc., Dean of the Faculty CMC MSU Contact information . ... Main topics are: boundary value and spectral problems for PDEs of elliptic and mixed type, spectral analysis, boundary control problems for oscillating processes, linear integral equations, completeness and basis properties of functional systems. ... Functional Analysis by Prof. Moiseev, 64 hours, 5th semester. ... Functional Analysis by Assoc. ...

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• Department of Functional Analysis and its Applications
• Department of General Mathematics | CMC MSU
• Department of General Mathematics

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. To appear, J. Math. Phys. (1998). Jacques Lewalle, jlewalle@syr.edu

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• Notation

... GOTO 100 0038 IF(ALFA.EQ.0.) ... EPS)GOTO 2 0054 IF(ALFA.EQ.0.) ... GOTO 68 0075 K2=K2+1 0076 IF(K2.EQ.IMAX) GOTO 67 0077 X0=Y 0078 F0= AN4 0079 GOTO 23 0080 37 CONTINUE C * changing the interval 0081 X=Y 0082 F= AN4 0083 GOTO 23 0084 ENTRY PTIPRE C * entry to continue calculations 0085 ICONT=1 0086 GOTO 110 0087 64 CONTINUE C * working array is too short 0088 IERR =64 0089 GOTO 9999 0090 65 CONTINUE C * initial regularization parameter is too small 0091 IERR =65 0092 ...

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... Program . ...

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... Polynomial Supersymmetry and Chains of Darboux Transformations for the One-Dimensional Dirac Equation . ... Darboux transformation operator L for the Dirac equation is defined as a differential-matrix operator satisfying the intertwining relation LH=hL. Here the Dirac Hamiltonian H is supposed to be exactly solvable with a known system of eigenspinors f(x,E). The eigenspinors of the Hamiltonian h, g(x,E), can be found by the action of the operator L: g(x,E)=Lf(x,E). ...

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• Schedule : Modern Group Analysis (MOGRAN 9)

The talk Evaluating multiloop Feynman integrals by differential equations at the workshop "Loops and Legs in Quantum Field Theory" . ... The talk Evaluating multiloop Feynman integrals by dimensional recurrence relations at the LHCPhenoNet Mid-Term meeting . ... The talk Evaluating five-loop Konishi in N=4 SYM at the workshop "Loops and Legs in Quantum Field Theory" . ... The talk Competitions and world records in evaluating Feynman integrals at the workshop "Loops in Quantum Field Theory" . ...

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• M.Z. Iofa Curriculum vitae.
• Research interests
• calg:dubna07:abstracts [THEP]