Representation Theory | Peer Reviewed Journals
Mathematica Eterna

Mathematica Eterna
Open Access

ISSN: 1314-3344

Representation Theory

Representation theory is a branch of mathematics that deals with abstract algebraic structures by representing their elements as linear transformations of vector spaces, and studies modules over these abstract algebraic structures.The Journal of Generalized Lie Theory and Applications has been established with the aim of publishing leading articles in the field of representation theory, encouraging upcoming scientists who are interested in advancing their research in the field of representation theory and related research. The journal presents in depth articles on theoretical and empirical research related to all fields of Lie theory and its developments. Representation theory takes as its objective to further our understanding of the relationship between topology and its underlying relation with representation theory and its generalization. The journal keeps on advancing our understanding of how large amount capacities, for example, dialect and visual article observation particularly identifies with representation theory and its relation with algebra. OMICS International is an amalgamation of Open Access publications and international scientific conferences and events. The sole goal of OMICS is to make information on healthcare, science and technology 'Open Access'. To accomplish this, OMICS Group handles around 700+ peer-reviewed journals in all areas of science, engineering, management and technology. OMICS Group has been instrumental in taking the progress in science and technology to the doorsteps of specialists. Research scholars, students, libraries, educational institutions, research centers and businesses are the essential stakeholders which benefit most from the dissemination of scientific knowledge. By submitting research in leading articles in representation theory journals for translation into French, German, Spanish, Chinese, Japanese or English authors and researchers can now reach a truly global audience. With the newly launched OMICS Translation Services we assure highest precision while maintaining the exact purpose and aim of your research paper. The translation process is followed by strict review procedures in order to ensure absolute accuracy. We believe that translation services perform a key role in the emergence of a connected scholarly community. Do not hesitate and use this chance to spread scientific knowledge universally.

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