Graded Rings and Graded Grothendieck Groups

By Roozbeh Hazrat. 2014

154 citations recorded by the source corpus.

Introduction 1. Graded rings and graded modules 2. Graded Morita theory 3. Graded Grothendieck groups 4. Graded Picard groups 5. Classification of graded ultramatricial algebras 6. Graded versus ungraded K-theory References Index.

Subfields: Algebra and Number Theory, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/75a849a22bd475e94721442a0f69fec9d31687a3

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In Algebra and Number Theory

1. Roozbeh Hazrat
2. Huanhuan Li
3. P. Ara
4. Aidan Sims
5. G. Abrams
6. Alexei Stepanov
7. Trent Yeend
8. Nikolai Vavilov

In Mathematical Physics

1. Roozbeh Hazrat
2. Huanhuan Li
3. P. Ara
4. Aidan Sims
5. G. Abrams
6. Trent Yeend
7. M. Tomforde
8. R. Exel

Citations in the corpus

• Graded Steinberg algebras and their representations (2017, background): “Then V gr ( A ) is isomorphic to the monoid of equivalence classes of graded idempotent matrices over A [Hazrat 2016, p. 146].”