Higher Segal structures in algebraic -theory

T Poguntke - arXiv preprint arXiv:1709.06510, 2017 - arxiv.org
We introduce higher dimensional analogues of simplicial constructions due to Segal and
Waldhausen, respectively producing the direct sum and algebraic $ K $-theory spectra of an …

[PDF][PDF] HIGHER SEGAL STRUCTURES IN ALGEBRAIC K-THEORY

T POGUNTKE - 2018 - 131.220.132.163
We introduce higher dimensional analogues of simplicial constructions due to Segal and
Waldhausen, respectively producing the direct sum and algebraic K-theory spectra of an …

Higher Segal structures in algebraic -theory

T Poguntke - arXiv e-prints, 2017 - ui.adsabs.harvard.edu
We introduce higher dimensional analogues of simplicial constructions due to Segal and
Waldhausen, respectively producing the direct sum and algebraic $ K $-theory spectra of an …

[PDF][PDF] HIGHER SEGAL STRUCTURES IN ALGEBRAIC K-THEORY

T POGUNTKE - 2018 - math.uni-bonn.de
We introduce higher dimensional analogues of simplicial constructions due to Segal and
Waldhausen, respectively producing the direct sum and algebraic K-theory spectra of an …

[PDF][PDF] HIGHER SEGAL STRUCTURES IN ALGEBRAIC K-THEORY

T POGUNTKE - 2018 - researchgate.net
We introduce higher dimensional analogues of simplicial constructions due to Segal and
Waldhausen, respectively producing the direct sum and algebraic K-theory spectra of an …

[PDF][PDF] HIGHER SEGAL STRUCTURES IN ALGEBRAIC K-THEORY

T POGUNTKE - 2018 - smtp.math.uni-bonn.de
We introduce higher dimensional analogues of simplicial constructions due to Segal and
Waldhausen, respectively producing the direct sum and algebraic K-theory spectra of an …