Numerical Algebra, Control and Optimization (NACO)

ISSN 2155-3289(print)
ISSN 2155-3297(online)

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Numerical Algebra, Control and Optimization (NACO) is an international journal devoted to publishing peer-refereed high quality original papers on any non-trivial interplay between numerical linear algebra, control and optimization. These three areas are closely related and complementary. The developments of many fundamentally important theories and methods in optimization and control are based on numerical linear algebra. Efficient implementation of algorithms in optimization and control also provides new theoretical challenges in numerical linear algebra. Furthermore, optimization theory and methods are widely used in control theory, especially for solving practical control problems. On the other hand, control problems often initiate new theory, techniques and methods to be developed in optimization.

The main objective of NACO is to provide a single forum for and promote collaboration between researchers and practitioners in these areas. Significant practical and theoretical problems in one area can be addressed by the use of appropriate recent advanced theory techniques and methods from the other two areas leading to the discovery of new ideas and the development of novel methodologies in numerical algebra, control and optimization.

  • AIMS is a member of COPE. All AIMS journals adhere to the publication ethics and malpractice policies outlined by COPE.
  • Publishes 4 issues a year in March, June, September and December.
  • Publishes both online and in print.
  • Indexed in, Scopus, MathSciNet, Zentralblatt MATH and Emerging Sources Citation Index.
  • The journal adheres to the publication ethics and malpractice policies outlined by COPE.
  • Archived in Portico and CLOCKSS.
  • NACO is a publication of the American Institute of Mathematical Sciences. All rights reserved.

TOP 10 Most Read Articles in NACO, November 2017


Jensen's inequality for quasiconvex functions
Volume 2, Number 2,  Pages: 279 - 291,  2012

S. S. Dragomir and C. E. M. Pearce

 Abstract       References       Full Text      Related Articles


Some new bounds for two mappings related to the Hermite-Hadamard inequality for convex functions
Volume 2, Number 2,  Pages: 271 - 278,  2012

S. S. Dragomir and I. Gomm

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Dynamic simulation of a SEIQR-V epidemic model based on cellular automata
Volume 5, Number 4,  Pages: 327 - 337,  2015

Xinxin Tan, Shujuan Li, Sisi Liu, Zhiwei Zhao, Lisa Huang and Jiatai Gang

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Optimal control of microbial fed-batch culture involving multiple feeds
Volume 5, Number 4,  Pages: 339 - 349,  2015

Jinggui Gao, Xiaoyan Zhao and Jinggang Zhai

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A stochastic model for microbial fermentation process under Gaussian white noise environment
Volume 5, Number 4,  Pages: 381 - 392,  2015

Yan Wang, Lei Wang, Yanxiang Zhao, Aimin Song and Yanping Ma

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Solving the seepage problems with free surface by mathematical programming method
Volume 5, Number 4,  Pages: 351 - 357,  2015

Jinzhi Wang and Yuduo Zhang

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Modeling and identification of hybrid dynamic system in microbial continuous fermentation
Volume 5, Number 4,  Pages: 359 - 368,  2015

Yanan Mao, Caixia Gao, Ruidong Yan and Aruna Bai

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Modeling and identification of dynamical system with Genetic Regulation in batch fermentation of glycerol
Volume 5, Number 4,  Pages: 393 - 403,  2015

Xu Zhang and Xiang Li

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Nonlinear state-dependent impulsive system in fed-batch culture and its optimal control
Volume 5, Number 4,  Pages: 369 - 380,  2015

Bangyu Shen, Xiaojing Wang and Chongyang Liu

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A quasi-Newton trust region method based on a new fractional model
Volume 5, Number 3,  Pages: 237 - 249,  2015

Honglan Zhu, Qin Ni and Meilan Zeng

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