Titlebook: Leavitt Path Algebras and Classical K-Theory; A. A. Ambily,Roozbeh Hazrat,B. Sury Conference proceedings 2020 Springer Nature Singapore Pt

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https://doi.org/10.1007/978-981-15-1611-5Graph C*-algebras; Quillen-Suslin theory; Graded Steinberg Algebras; Injective Leavitt Complex; Sandwich

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Arthropathy

Gröbner Bases and Dimension Formulas for Ternary Partially Associative Operadsnsymmetric operad with one ternary operation ., we compute a Gröbner basis for the ideal generated by partial associativity .. In the category of .-graded vector spaces with Koszul signs, the (homological) degree of . may be even or odd. We use the Gröbner bases to calculate the dimension formulas for these operads.

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On the Completability of Unimodular Rows of Length Threeetable. We use this criterion to prove that certain unimodular rows over rings of dimension 2 are completable, and reprove results of Seshadri, Bass and Serre. We also give a different proof of a result of Bhatwadekar–Keshari.

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A. A. Ambily,Roozbeh Hazrat,B. SuryOffers a comprehensive introduction to Leavitt path algebras and graph C*-algebras and their connection with classical K-theory.Gathers survey articles on Leavitt path algebras to provide an introduct

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FLIT

978-981-15-1613-9Springer Nature Singapore Pte Ltd. 2020

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