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. Representation theory is the study in algebra and its application concentrating on the improvement regarding data handling, theoretical assets, and different parts of representation theory and research contrasted with a major perspective. As such, advancement is the development of the capacity to make new research. A depiction in this way allows novel working theories about the advancement of ordinary representation theory. It involves questions on how to encourage new research and the recommendation of elective methods for making intercession programs. The Journal of Generalized Lie Theory and Applications is one of the top representation theory journals. It aims at publishing research on algebra and current developments in the field of representation theory to foster collaboration and promote the exchange of information on Lie theory around the world. Welcomed contributions consist of depictions of capacity and underlying occasions that reflect the interdisciplinary nature of the field of representation theory, lie theory, algebra their development and application. Representation theory is the study in algebra and its application concentrating on the improvement regarding data handling, theoretical assets, and different parts of representation theory and research contrasted with a major perspective. As such, advancement is the development of the capacity to make new research. A depiction in this way allows novel working theories about the advancement of ordinary representation theory. It involves questions on how to encourage new research and the recommendation of elective methods for making intercession programs. OMICS Group International is an open access publisher that reaches out to established and budding researchers from all around the globe. To meet their requirements OMICS Group offers a variety of services. It is one of the leading disseminators of freely available scientific open access literature. OMICS Group successfully handles around 500 Open Access Journals and organizes around 80 scientific events annually. OMICS Group is not only confined to journal articlesbut also handles and publishes reviews, monographs and book sections, among others. The advancement of Open Access is essential for the empowerment and the development of global learning and future scientific development. Authors can now make use the newly launched OMICS Translation Services. Our experienced and professional translators only translate into their native languages French, German, Spanish, Chinese, Japanese or English. Therefore, we guarantee the best exchange of knowledge and expertise to your targeted audience. The translation process is always followed by strict review procedures to ensure absolute accuracy. This guarantees free communication and exchange between scientists and creates more opportunities for future research in top representation theory journals around the world. So, let us transcend linguistic barriers and spread scientific knowledge universally.
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Last date updated on June, 2014

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