Editorial Note: Journal of Generalized Lie Theory and Applications

Alice Johnson^*
*Correspondence: Alice Johnson, Department of Mathematics, Florida, Tampa, USA, Email:

Editorial

It gives me great pleasure to announce that the frequency of issue release for the Journal of Generalized Lie Theory and Applications has been modified to monthly (12 issues per year). The Journal was founded in 2007, and it has been steadily developing and producing issues with a suitable quantity of articles since then. The journal's primary goal is to publish high-quality, original, and current research in the field of Applied Mathematics. The Journal of Generalized Lie Theory and Applications is an open access journal that publishes works in the fields of combinatorics, algebra, and geometry online [1,2].

The Journal of Generalized Lie Theory and Applications is a monthly publication that publishes articles in English. Each item is peer-reviewed and published online within 45 days after acceptance. Its Editorial Board is made up of internationally famous experts from many fields of Applied Mathematics. The Editorial Board consists of three Editors-in-Chief and thirteen Editors, all of whom have advanced degrees in their specialties [3].

Index Copernicus, Google Scholar, Open J Gate, Genomics JournalSeek, zbMATH, RefSeek, Project Euclid, MIAR, and EBSCO A-Z include all papers published in the Journal in their indexing and abstracting coverage.

I'd like to take this opportunity to thank the Editors-in-Chiefs and Associate Editors for their contributions and assistance in the successful publishing of the papers. I'd also like to thank all of the authors for disseminating their research through our platform, reviewers for providing their insightful comments within the deadline, and the office bearers for their help in putting out yet another volume of the Journal of Generalized Lie Theory and Applications, and I look forward to their unwavering support in the future [4,5].

References

1. Caulkins, Jonathan P., Dieter Grass, Gustav Feichtinger, and Gernot Tragler. "Optimizing counter-terror operations: Should one fight fire with “fire” or “water”?." Comput Oper Res 35 (2008): 1874-1885.

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2. Jung, Eunok, Suzanne Lenhart, and Zhilan Feng. "Optimal control of treatments in a two-strain tuberculosis model." Discrete Contin Dyn Syst 2 (2002): 473-482.

Google Scholar, Crossref, Indexed at

3. Latyshev, A. V., and A. A. Yushkanov. "Moment boundary conditions in rarefied gas slip-flow problems." Fluid Dyn 39 (2004): 339-353.

Google Scholar

4. Khlopkov, Y. I., M. M. Zeia, and A. Y. Khlopkov. "Techniques for solving high-altitude tasks in a rarefied gas." Int J App Fundamen Res 1 (2014): 156-162.
5. Grad, Harold. "On the kinetic theory of rarefied gases." Commun Pure App Mathematics 2 (1949): 331-407.

Google Scholar