Issue 1, Volume 13, June 1988

1988 · Open access

1. ON THE PARABOLIC PSEUDODIFFERENTIAL OPERATORS OF VARIABLE ORDER IN SOBOLEV SPACES WITH WEIGHTED NORMS NGUYEN MINH CHUONG PDF

   ▸ Abstract

   Abstract

   5-14
2. ON THE EXISTENCE AND UNIQUENESS OF SOLUTIONS FOR A CLASS OF EVOLUTION EQUATIONS LE NGOC LANG, NGO VAN LUOC PDF

   ▸ Abstract

   Abstract

   15-22
3. AN OSCILLATION CRITERION FOR AN $N^{th}$ ORDER DIFFERENTIAL EQUATION WITH DAMPED TERM S. R. GRACE, B. S. LALLI PDF

   ▸ Abstract

   Abstract

   23-28
4. PROPAGATION ET INTERACTION DES SINGULARITÉS POUR LES EQUATIONS HYPERBOLIQUES SEMI–LINÉAIRES EN DIMENSION 1 D'ESPACE TRAN HUY HO PDF

   ▸ Abstract

   Abstract

   29-42
5. ON THE CONVERGENCE OF WEIGHTED SUMS OF MARTINGALE DIFFERENCES NGUYEN VAN HUNG, NGUYEN DUY TIEN PDF

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   Abstract

   43-53
6. ON THE STATISTICAL ANALYSIS OF A RANDOM NUMBER OF OBSERVATIONS NGUYEN BAC VAN PDF

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   Abstract

   55-61
7. PARTIALLY ORDERED SETS OF SEQUENCES AND THE RELATED BOOLEAN ALGEGRAS ALEXANDER ABIAN PDF

   ▸ Abstract

   Abstract

   63-65
8. MULTIDIMENSIONAL QUANTIZATION. IV. THE GENERIC REPRESENTATIONS DO NGOC DIEP PDF

   ▸ Abstract

   Abstract

   67-72
9. DECOMPOSITIONS AND LIMITS FOR MAPPINGALE-LIKE SEQUENCES IN BANACH SPACES DINH QUANG LUU PDF

   ▸ Abstract

   Abstract

   73-78
10. GAUSSIAN RANDOM OPERATORS IN BANACH DANG HUNG THANG PDF

    ▸ Abstract

    Abstract

    79-95
11. A FAMILY OF SOLUTIONS OF THE PLANE FLOW PROBLEM HA TIEN NGOAN PDF

    ▸ Abstract

    Abstract

    97-104
12. НЕКОТОРЫЕ МЕТОДЫ ПРЕСЛЕДОВАНИЯ В ЛИНЕЙНЫХ ДИСКРЕТНЫХ ИГРАХ СО МНОГИМИ УЧАСТНИКАМИ. II. ФАН ЗУЙ ХАЙ PDF

    ▸ Abstract

    Abstract

    105-116
13. LES ESPACES ULTRANONEUCLIDIENS NGUYEN CANH TOAN, NGUYEN DANG PHAT PDF

    ▸ Abstract

    Abstract

    117-151
14. INTEGRAL REPRESENTATIONS OF THE SOLUTION OF SOME HYPERBOLIC SYSTEMS WITH DEGENERATE COEFFICIENTS AND THEIR APPLICATIONS HOANG DINH ZUNG PDF

    ▸ Abstract

    The aim of the present paper is to establish the integral representations and the inversion formulas for a new class of function which will be called $(p, q)$-wave functions. The results are used to solve some boundary value problems for these functions.

    153-162