Petersburg Department of Steklov Institute of Mathematics

PREPRINTS 2018

1. V. Yu. Matiyasevich
   COMPUTATIONAL ASPECTS OF HAMBURGER's THEOREM
   
   [ Abstract ] [ Full text: (.pdf.gz) ]

2. M. M. Skriganov
   BOUNDS FOR $L_p$-DISCREPANCIES OF POINT DISTRIBUTIONS IN COMPACT METRIC SPACES
   
   [ Abstract ] [ Full text: (.pdf.gz) ]

5. M. M. Skriganov
   STOLARSKY'S INVARIANCE PRINCIPLE FOR PROJECTIVE SPACES
   
   [ Abstract ] [ Full text: (.pdf.gz) ]

6. V. Kozlov, S. Nazarov, and G. Zavorokhinc
   PRESSURE DROP MATRIX FOR A BIFURCATION OF AN ARTERY WITH DEFECTS
   
   [ Abstract ] [ Full text: (.pdf.gz) ]

7. Yu. V. MATIYASEVICH
   THE RIEMANN HYPOTHESIS IN COMPUTER SCIENCE
   
   [ Abstract ] [ Full text: (.pdf.gz) ]

8. Yu. V. MATIYASEVICH
   PLAUSIBLE WAYS FOR CALCULATING THE RIEMANN ZETA FUNCTION VIA THE RIEMANN-SIEGEL THETA FUNCTION
   
   [ Abstract ] [ Full text: (.pdf.gz) ]

9. Yu. V. MATIYASEVICH
   THE RIEMANN HYPOTHESIS AS THE PARITY OF SPECIAL BINOMIAL COEFFICIENTS (corrected on June 24, 2019)
   
   [ Abstract ] [ Full text: (.pdf.gz) ]

11. V. A. SOLONNIKOV
    $L_2$-THEORY FOR TWO VISCOUS FLUIDS OF DIFFERENT TYPE: COMPRESSIBLE AND INCOMPRESSIBLE
    
    [ Abstract ] [ Full text: (.pdf.gz) ]