Algebra | Peer Reviewed Journals
Mathematica Eterna

Mathematica Eterna
Open Access

ISSN: 1314-3344


In its most general form algebra is the study of symbols and the rules for manipulating symbols and is a unifying thread of almost all of mathematics. Peer review refers to the work done during the screening of submitted manuscripts and funding applications. This process encourages authors to meet the accepted standards of their discipline and reduces the dissemination of irrelevant findings, unwarranted claims, unacceptable interpretations, and personal views. Publications that have not undergone peer review are likely to be regarded with suspicion by academic scholars and professionals. The Journal of Generalized Lie Theory and Applications is one of the leading peer reviewed algebra journals. It has been created with the aim of distributing outstanding research papers in the field of algebra and related research areas in order to empower budding researchers who are intrigued by propelling their examination in the field of algebra and its applications to dig further into the field. The journal demonstrates the profundity of its articles on hypotheses and experimental exploration from all fields of algebra and its development. OMICS International is an amalgamation of Open Access journals and international scientific conferences and symposiums. The sole goal of OMICS is making the information on healthcare, science and technology 'Open Access'. OMICS Group disseminates around 500 freely available scientific journals from all parts of science, engineering, management and technology. OMICS Group has been instrumental in taking the newest scientific findings to the doorsteps of specialists. Essential stakeholders that benefit essentially from OMICS Groups activities are research scholars, students, libraries, educational institutions, research centers and the business. With the newly launched OMICS Translation Services authors from any part of the world now have the opportunity to share their valuable research on algebra across linguistic borders in different languages such as French, German, Spanish, Chinese, Japanese, and English. By translating your scientific paper into the mentioned languages we ensure an efficient exchange of knowledge and scientific experience. The translation process is always followed by strict review procedures to ensure absolute correctness. We believe that translation services perform a key role in the emergence of a connected scholarly community.


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