"Zapiski Nauchnyh Seminarov POMI"

• Boris Fadeevich Skubenko. His first work. (Golubeva E. P., Fomenko O. M.) .......5 (.ps.gz)
• Golubeva E. P. On the theorem on cycles of Skubenko .......7 (.ps.gz)
• Golubeva E. P. Spectrum of L\'evy constants for quadratic irrationalities.......20 (.ps.gz)
• Golubeva E. P. Waring's problem for six cubes and higher powers .......34 (.ps.gz)
• Goluzina E. G. On the value region of initial coefficients in one class of typically real functions .......40 (.ps.gz)
• Dittmar B., Solynin A. Yu. Distortion of the hyperbolic Robin capacity under conformal mapping and extremal configurations .......49 (.ps.gz)
• Dubinin V. N., Kim V. Yu. Reduced moduli and inequalities for the polynomials .......70 (.ps.gz)
• Emel'yanov E. G. The problems on extremal decomposition in spaces of Riemann surfaces .......84 (.ps.gz)
• Kataev D. S. On some metaplectic Eisenstein series.......105 (.ps.gz)
• Kovalev L. V. Estimates for conformal radius and distortion theorems for univalent functions.......141 (.ps.gz)
• Kuz'mina G. V. On extremal decomposition problem in the family of general type systems of domains.......157 (.ps.gz)
• Pimenov K. I. On the Krull-Schmidt theorem for Artinian modules.......187 (.ps.gz)
• Fomenko O. M. Nonvanishing of automorphic $L$-functions at the center of the critical strip .......193 (.ps.gz)
• Fomenko O. M. The order of the Epstein zeta-function in the critical strip .......205 (.ps.gz)
• Fomenko O. M. The distribution of lattice points on the four-dimensional sphere .......226 (.ps.gz)
• Reviews .......237 (.ps.gz)

---

• Paging: 244 pp.
• Language: Russian

---

Back to the Petersburg Department of Steklov Institute of Mathematics