stdClass Object
(
    [id] => 7604
    [paper_index] => 202209-02-011269
    [title] => GENERATORS OF BOREL MEASURABLE COMMUTATIVE ALGEBRA ON COMPACT HAUSDORFF TAKING VON NEUMANN AW*OVER*-ISOMORPHISM
    [description] => 
    [author] => Deep Bhattacharjee
    [googlescholar] => https://scholar.google.co.in/scholar?cluster=9892464885322556422&hl=en&as_sdt=0,5
    [doi] => https://doi.org/10.36713/epra11269
    [year] => 2022
    [month] => September
    [volume] => 7
    [issue] => 9
    [file] => 1258pm_21.EPRA JOURNALS 11269.pdf
    [abstract] => For any complex valued functions over any topological space F there exists a relation in von Neumann algebras of *-graded that is bounded on compact Hausdorff where for category- I, II, III there exists a commutative form of  〖AW〗^* algebras such that to satisfy a monotone complete C^* algebra suffice an isomorphic factor f on the same 〖AW〗^* tamed as W^* having the generators η for a generic group η(G) for 2-groups G_+ and G_- for the former being additive integers generating the later free group for 〖AW〗^* algebras where compact Hausdorff CH a Borel measure β exists in compact set C norms the associated Hausdorff space over a locally finite σ-algebra via β(C)⋖∞.
    [keywords] => Commutative algebra, Operator theory, Hilbert space.
Mathematical subject Classification (MSC) – primary (13-XX, 52-XX), secondary (13-11, 52B20)

    [doj] => 2022-09-29
    [hit] => 2042
    [status] => y
    [award_status] => P
    [orderr] => 21
    [journal_id] => 2
    [googlesearch_link] => https://www.google.com/search?q=GENERATORS+OF+BOREL+MEASURABLE+COMMUTATIVE+ALGEBRA+ON+COMPACT+HAUSDORFF+TAKING+VON+NEUMANN+AW*OVER*-ISOMORPHISM+Deep+Bhattacharjee&rlz=1C1CHBD_enIN959IN959&sourceid=chrome&ie=UTF-8
    [edit_on] => 
    [is_status] => 1
    [journalname] => EPRA International Journal of Research & Development (IJRD)
    [short_code] => IJSR
    [eissn] =>  2455-7838 (Online)
    [pissn] => - -
    [home_page_wrapper] => images/products_image/2-n.png
)
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