World's Best Scientists 2026 revealed!

D-Index & Metrics

Mathematics

D-Index
32
Citations
5523
World Ranking
3148
National Ranking
22

Overview

Hoang Tuy was affiliated with Linköping University in Sweden during their academic career. Their research spanned several interdisciplinary fields, primarily within Engineering and Computer Science, with a focus on optimization, control systems, and advanced manufacturing.

The main fields of study encompassing their work included:

  • Engineering
  • Computer Science

The subfields where their contributions were notable included:

  • Computational Theory and Mathematics
  • Industrial and Manufacturing Engineering
  • Control and Systems Engineering
  • Organizational Behavior and Human Resource Management
  • Computer Networks and Communications

Their research topics were centered around optimization and its applied aspects, including:

  • Optimization and Variational Analysis
  • Advanced Manufacturing and Logistics Optimization
  • Facility Location and Emergency Management
  • Optimization and Mathematical Programming
  • Optimization and Search Problems
  • Neural Networks and Applications
  • Advanced Control Systems Optimization

Hoang Tuy's publication record included papers in the journal Communications in Optimization Theory, which hosted several of their recent articles. Noteworthy publications included:

  • "Solving resource allocation problems in disaster management using linear programming relaxations," 2022, Communications in Optimization Theory
  • "Rational activation functions in neural network with uniform norm based loss function and its application in classification," 2022, Communications in Optimization Theory
  • "Applications and issues in abstract convexity," 2023, Communications in Optimization Theory
  • "The generic approach to modern optimization," 2022, Communications in Optimization Theory
  • "Global optimality conditions for DC-constrained optimal control problems," 2022, Communications in Optimization Theory

Their frequent co-authors included:

  • Nadezda Sukhorukova
  • Behrooz Bodaghi
  • Vinesha Peiris
  • R Íaz Mill Án
  • Julien Ugon

Throughout their career, Hoang Tuy contributed consistently to topics related to optimization theory, neural networks, and control engineering, reflecting a multidisciplinary approach to solving complex problems in applied mathematics and engineering domains.

Best Publications

  • Convex Analysis and Global Optimization

    Hoang Tuy

  • Monotonic Optimization: Problems and Solution Approaches

    Hoang Tuy

  • Recent developments and trends in global optimization

    Panos M. Pardalos;H. Edwin Romeijn;Hoang Tuy

  • D.C. Optimization: Theory, Methods and Algorithms

    Hoang Tuy

  • Optimization on Low Rank Nonconvex Structures

    Hiroshi Konno;Phan Thien Thach;Hoang Tuy

  • A Unified Monotonic Approach to Generalized Linear Fractional Programming

    Nguyen Thi Hoai Phuong;Hoang Tuy

  • Convex programs with an additional reverse convex constraint

    H. Tuy

  • Convergent Algorithms for Minimizing a Concave Function

    Nguyen Van Thoai;Hoang Tuy

  • Global Minimization of a Difference of Two Convex Functions

    Hoang Tuy

  • A Global Optimization Approach for the Linear Two-Level Program

    Hoang Tuy;Athanasios Migdalas;Peter Värbrand

  • Monotonic Optimization: Branch and Cut Methods

    Hoang Tuy;Faiz Al-Khayyal;Phan Thien Thach

  • WEBER'S PROBLEM WITH ATTRACTION AND REPULSION

    Pey-Chun Chen;Pierre Hansen;Brigitte Jaumard;Hoang Tuy

  • A PRODUCTION-TRANSPORTATION PROBLEM WITH STOCHASTIC DEMAND AND CONCAVE PRODUCTION COSTS

    Kaj Holmberg;Hoang Tuy

  • A Conical Algorithm for Globally Minimizing a Concave Function Over a Closed Convex Set

    H. Tuy;T. V. Thieu;Ng. Q. Thai

  • A General Deterministic Approach to Global Optimization VIA D.C. Programming

    H. Tuy

  • Convergence and restart in branch-and-bound algorithms for global optimization. application to concave minimization and d.c. optimization problems

    Hoang Tuy;Reiner Horst

  • D.C. optimization approach to robust control: Feasibility problems

    H. D. Tuan;P. Apkarian;S. Hosoe;H. Tuy

  • On the convergence of global methods in multiextremal optimization

    Unknown

  • Solution of the Multisource Weber and Conditional Weberproblems by D.-C. Programming

    Pey-Chun Chen;Pierre Hansen;Brigitte Jaumard;Hoang Tuy

  • A strongly polynomial algorithm for a concave production-transportation problem with a fixed number of nonlinear variables

    Hoang Tuy;Saied Ghannadan;Athanasios Migdalas;Peter Värbrand

  • Effect of the subdivision strategy on convergence and efficiency of some global optimization algorithms

    Hoang Tuy

Frequent Co-Authors

Hoang Duong Tuan
Hoang Duong Tuan University of Technology Sydney
Hiroshi Konno
Hiroshi Konno Chuo University
Brigitte Jaumard
Brigitte Jaumard Concordia University
Pierre Hansen
Pierre Hansen HEC Montréal
Pierre Apkarian
Pierre Apkarian Office National d'Études et de Recherches Aérospatiales
Truong Q. Nguyen
Truong Q. Nguyen University of California, San Diego
H. Edwin Romeijn
H. Edwin Romeijn Georgia Institute of Technology
Panos M. Pardalos
Panos M. Pardalos University of Florida
Neal Koblitz
Neal Koblitz University of Washington
Ulrich Pferschy
Ulrich Pferschy University of Graz

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