IJSRP Logo
International Journal of Scientific and Research Publications

IJSRP, Volume 12, Issue 9, September 2022 Edition [ISSN 2250-3153]


Treatment of the cyclic homology through topological spaces
      S. Z. Rida, Alaa Hassan Noreldee & Faten. R. Karar
Abstract: The cohomology theory is discussed as the following: Triangular Banach algebras second-order cohomology groups are researched in [10]. Factorization and bounded Hochschild cohomology of matrix-like Banach algebras are investigated in [14], while the group cohomology of triangular Banach algebra is addressed in [5]. In [7], projective modules in quantized homology are introduced. [6] Studies projective Hilbert modules over operator algebras. C^*-algebra projective homological classification is investigated. Using aspects of quantum theory, biprojective algebras, homological dimensions, and current advances in Banach homology theory are addressed in [2]. In [8], the studies the disappearance of the third simplicial cohomology group for specific classes of C^*-algebra. In [95], an approximate identity for ideals of Segal algebras on a compact group and homology theory are examined.

Reference this Research Paper (copy & paste below code):
S. Z. Rida, Alaa Hassan Noreldee & Faten. R. Karar (2022); Treatment of the cyclic homology through topological spaces; International Journal of Scientific and Research Publications (IJSRP) 12(9) (ISSN: 2250-3153), DOI: http://dx.doi.org/10.29322/IJSRP.12.09.2022.p12937

-->
©️ Copyright 2011-2023 IJSRP - All rights reserved. Use of this web site signifies your agreement to the terms and conditions.