Thang Long Journal of Science is a multidisciplinary academic peer-reviewed journal of Thang Long University, licensed in 2024, published quarterly.

Purposes of the Journal are to support and promote university scientific research, education and training activities by lecturers, undergraduates, and postgraduates via these basic functions:

  • Publish research works of scientists at the university and others, at home and abroad; contribute to building a reference and citation database for future studies;
  • Work as a forum for in-depth academic issues exchanges on scientific research, a bridge between research, training and application efforts;
  • Introduce, exchange and disseminate experience in management, operation and application of achievements from domestic and international scientific studies;
  • The publication of articles in journal is free charge.

Annually, the Journal publishes:

  • 2 volumes on Economic- Management Sciences, Social Sciences and Humanities, Health Sciences, and Arts (Vol. A), published in Vietnamese language;
  • 2 volumes on Van hien and Heritage (Vol. B), published in English language;
  • 2 volumes on Mathematics and Mathematical Sciences (Vol. C), published in English language

Vol. 1 No. 4 (2022): JOURNAL OF MATHEMATICS AND MATHEMATICAL SCIENCES

Date Published: 29/09/2022

Articles

ALGEBRAIC DIFFERENTIAL OPERATORS ON ARITHMETIC AUTOMORPHIC FORMS, MODULAR DISTRIBUTIONS, 𝙋-ADIC INTERPOLATION OF THEIR CRITICAL 𝙇 VALUES VIA BGG MODULES AND HECKE ALGEBRAS
Alexei Pantchichkine
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Page: 1-26
A SURVEY ON A FEW RECENT PAPERS IN 𝙋-ADIC VALUE DISTRIBUTION
Alain Escassut
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Page: 27-56
STATISTICAL QUANTUM NEURAL NETWORKS
Ngoc Diep Do
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Page: 57-65
OPTIMALITY CONDITIONS FOR EFFICIENCY OF CONSTRAINED VECTOR EQUILIBRIUM PROBLEMS
Van Luu Do, Thi Mai Tran
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Page: 67-85
INFORMATION-LEAKAGE-FREE QUANTUM DIALOGUE VIA GREENBERGER-HORNE-ZEILINGER STATES
Ba An Nguyen
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Page: 87-102
A NEW CLASS OF UNIQUE RANGE SETS FOR MEROMORPHIC FUNCTIONS IGNORING MULTIPLICITY WITH 15 ELEMENTS
Hoai An Vu
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Page: 103-115
NONAUTONOMOUS ATTRACTORS FOR YOUNG DIFFERENTIAL EQUATIONS DRIVEN BY UNBOUNDED VARIATION PATHS
Thanh Hong Phan
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Page: 117-134
ON THE EQUATION F(n² + m² + k) = H(n) + H(m) + K
Imre Kátai, B. M. M. Khanh, B. M. Phong
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Page: 135-151