Geodesic

Tome 56 (2001) no. 4

Sommaire

$\mathscr N$-functions and their relationship with solutions of general hypergeometric systems and $GG$-systems
p. 615-647
Conditional terms and their applications in algebra and computation theory
p. 649-686
A~one-dimensional gravitationally interacting gas and the convex minorant of Brownian motion
p. 687-708
The Wulff construction in statistical mechanics and combinatorics
p. 709-738
Vera Nikolaevna Maslennikova (obituary)
p. 739-743
Regular singular points as isomonodromic confluences of Fuchsian singular points
p. 745-746
The Bayes problem of detecting a~disorder with information criterion of delay
p. 747-748
On suitable modules and $\mathrm G$-perfect ideals
p. 749-750
The primary radical of the adjoint Chevalley group over an associative ring
p. 751-752
On fibrewise modifications of fibrings into del Pezzo surfaces of degree~2
p. 753-754
On the existence of a~finite basis in a $T$-space of generalized polynomials and on representability
The Connes--Higson map is an isomorphism
p. 756-757
Cohomology of nilmanifolds and Goncharova's theorem
p. 758-759
Formal series for the $\tau$-function realizing Riemann's theorem about domains in the complex plane
p. 760-761
On certain generalizations of Macaulay's combinatorial theorem to the case of quotient rings
p. 762-764
On the bandwidth dimension of the ring of formal power series
p. 765-766
Relative widths of classes of differentiable functions in the $L^2$ metric
p. 767-769
Congruence mod~8 for real algebraic curves of degree~9
p. 770-771
Removable singularity of a quasi-conformal immersion
p. 772-773
One of the numbers $\zeta(5), \zeta(7), \zeta(9), \zeta(11)$ is irrational
p. 774-776
Mikhail Semenovich Agranovich (on his 70th birthday)
p. 777-784
Izabella Grigor'evna Bashmakova (on her 80th birthday)
p. 785-788
Robert Adol'fovich Minlos (on his 70th birthday)
p. 789-792
On the centenary of the birth of Petr Sergeevich Novikov
p. 793-802
Voronezh Winter Mathematical School ``Modern Methods in Theory of Functions and Adjacent Problems''