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Proceedings of the St. Petersburg Mathematical Society Volume V
Hardcover ISBN:  9780821813904 
Product Code:  TRANS2/193 
List Price:  $175.00 
MAA Member Price:  $157.50 
AMS Member Price:  $140.00 
eBook ISBN:  9781470434045 
Product Code:  TRANS2/193.E 
List Price:  $165.00 
MAA Member Price:  $148.50 
AMS Member Price:  $132.00 
Hardcover ISBN:  9780821813904 
eBook: ISBN:  9781470434045 
Product Code:  TRANS2/193.B 
List Price:  $340.00 $257.50 
MAA Member Price:  $306.00 $231.75 
AMS Member Price:  $272.00 $206.00 
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Proceedings of the St. Petersburg Mathematical Society Volume V
Hardcover ISBN:  9780821813904 
Product Code:  TRANS2/193 
List Price:  $175.00 
MAA Member Price:  $157.50 
AMS Member Price:  $140.00 
eBook ISBN:  9781470434045 
Product Code:  TRANS2/193.E 
List Price:  $165.00 
MAA Member Price:  $148.50 
AMS Member Price:  $132.00 
Hardcover ISBN:  9780821813904 
eBook ISBN:  9781470434045 
Product Code:  TRANS2/193.B 
List Price:  $340.00 $257.50 
MAA Member Price:  $306.00 $231.75 
AMS Member Price:  $272.00 $206.00 

Book DetailsAmerican Mathematical Society Translations  Series 2Volume: 193; 1999; 271 ppMSC: Primary 01; 35; 53; 58; 60;
This volume contains 10 papers with new results on problems in mathematical physics, differential equations, and probability. Included also is an article on the dramatic history of mathematics in Leningrad in the 1930s.
ReadershipGraduate students and research mathematicians.

Table of Contents

Chapters

V. A. Boichenko and G. A. Leonov  Lyapunov functions, Lozinskii norms, and the Hausdorff measure in the qualitative theory of differential equations

R. R. Gadyl’shin  A system of embedded resonators

A. V. Ivanov  Some qualitative properties of equations of slow, normal, and fast diffusion type

A. V. Ivanov, V. V. Nekrutkin and N. I. Tur  Asymptotic expansions in propagation of chaos for Boltzmann type equations

S. A. Nazarov  Asymptotic conditions at a point, selfadjoint extensions of operators, and the method of matched asymptotic expansions

G. A. Seregin and J. Frehse  Regularity of solutions to variational problems of the deformation theory of plasticity with logarithmic hardening

A. L. Skubachevskii and E. L. Tsvetkov  General boundaryvalue problems for elliptic differentialdifference equations

Ch. Suquet  Tightness in Schauder decomposable Banach spaces

M. B. Tabanov  Normal forms of equations of wave functions in new natural ellipsoidal coordinates

V. S. Rabinovich  Criterion for local invertibility of pseudodifferential operators with operator symbols and some applications

N. S. Ermolaeva  On the socalled Leningrad Mathematical Front


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 Book Details
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Volume: 193; 1999; 271 pp
MSC: Primary 01; 35; 53; 58; 60;
This volume contains 10 papers with new results on problems in mathematical physics, differential equations, and probability. Included also is an article on the dramatic history of mathematics in Leningrad in the 1930s.
Readership
Graduate students and research mathematicians.

Chapters

V. A. Boichenko and G. A. Leonov  Lyapunov functions, Lozinskii norms, and the Hausdorff measure in the qualitative theory of differential equations

R. R. Gadyl’shin  A system of embedded resonators

A. V. Ivanov  Some qualitative properties of equations of slow, normal, and fast diffusion type

A. V. Ivanov, V. V. Nekrutkin and N. I. Tur  Asymptotic expansions in propagation of chaos for Boltzmann type equations

S. A. Nazarov  Asymptotic conditions at a point, selfadjoint extensions of operators, and the method of matched asymptotic expansions

G. A. Seregin and J. Frehse  Regularity of solutions to variational problems of the deformation theory of plasticity with logarithmic hardening

A. L. Skubachevskii and E. L. Tsvetkov  General boundaryvalue problems for elliptic differentialdifference equations

Ch. Suquet  Tightness in Schauder decomposable Banach spaces

M. B. Tabanov  Normal forms of equations of wave functions in new natural ellipsoidal coordinates

V. S. Rabinovich  Criterion for local invertibility of pseudodifferential operators with operator symbols and some applications

N. S. Ermolaeva  On the socalled Leningrad Mathematical Front
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