Ideal related K-theory with coefficients

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Ideal related K-theory with coefficients. / Eilers, Soren; Restorff, Gunnar; Ruiz, Efren.

I: Houston Journal of Mathematics, Bind 43, Nr. 2, 2017, s. 403-458.

Publikation: Bidrag til tidsskriftTidsskriftartikelForskningfagfællebedømt

Harvard

Eilers, S, Restorff, G & Ruiz, E 2017, 'Ideal related K-theory with coefficients', Houston Journal of Mathematics, bind 43, nr. 2, s. 403-458.

APA

Eilers, S., Restorff, G., & Ruiz, E. (2017). Ideal related K-theory with coefficients. Houston Journal of Mathematics, 43(2), 403-458.

Vancouver

Eilers S, Restorff G, Ruiz E. Ideal related K-theory with coefficients. Houston Journal of Mathematics. 2017;43(2):403-458.

Author

Eilers, Soren ; Restorff, Gunnar ; Ruiz, Efren. / Ideal related K-theory with coefficients. I: Houston Journal of Mathematics. 2017 ; Bind 43, Nr. 2. s. 403-458.

Bibtex

@article{360bea5f304e4a8c98ebce716b44b362,
title = "Ideal related K-theory with coefficients",
abstract = "In this paper, we define an invariant, which we believe should be the substitute for total K-theory in the case when there is one distinguished ideal. Moreover, some diagrams relating the new groups to the ordinary K-groups with coefficients are constructed. These diagrams will in most cases help to determine the new groups, and will in a companion paper be used to prove a universal multi-coefficient theorem for the one distinguished ideal case for a large class of algebras",
keywords = "Extensions, classification, six term exact sequence, K-theory with coefficients, universal multi-coefficient theorem",
author = "Soren Eilers and Gunnar Restorff and Efren Ruiz",
year = "2017",
language = "English",
volume = "43",
pages = "403--458",
journal = "Houston Journal of Mathematics",
issn = "0362-1588",
publisher = "University of Houston",
number = "2",

}

RIS

TY - JOUR

T1 - Ideal related K-theory with coefficients

AU - Eilers, Soren

AU - Restorff, Gunnar

AU - Ruiz, Efren

PY - 2017

Y1 - 2017

N2 - In this paper, we define an invariant, which we believe should be the substitute for total K-theory in the case when there is one distinguished ideal. Moreover, some diagrams relating the new groups to the ordinary K-groups with coefficients are constructed. These diagrams will in most cases help to determine the new groups, and will in a companion paper be used to prove a universal multi-coefficient theorem for the one distinguished ideal case for a large class of algebras

AB - In this paper, we define an invariant, which we believe should be the substitute for total K-theory in the case when there is one distinguished ideal. Moreover, some diagrams relating the new groups to the ordinary K-groups with coefficients are constructed. These diagrams will in most cases help to determine the new groups, and will in a companion paper be used to prove a universal multi-coefficient theorem for the one distinguished ideal case for a large class of algebras

KW - Extensions

KW - classification

KW - six term exact sequence

KW - K-theory with coefficients

KW - universal multi-coefficient theorem

M3 - Journal article

VL - 43

SP - 403

EP - 458

JO - Houston Journal of Mathematics

T2 - Houston Journal of Mathematics

JF - Houston Journal of Mathematics

SN - 0362-1588

IS - 2

ER -

ID: 186872524