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Waldhausen category
A Remark on K -Theory and S -Categories
$\Mathrm {G} $-Theory of $\Mathbb {F} 1 $-Algebras I: the Equivariant
Arxiv:1204.3607V6 [Math.KT] 6 Nov 2015 At1 Ar N Waldhausen and Pairs 1
K-Theory and Derived Equivalences
Equivariant $ a $-Theory
LECTURE 2: WALDHAUSEN's S-CONSTRUCTION 1. Introduction
Hammock Localization in Waldhausen Categories '
Duality in Waldhausen Categories
On the 1-Type of Waldhausen K-Theory
K-Theory of a Waldhausen Category As a Symmetric Spectrum
Multiplicative Structures on Algebraic K-Theory
Algebraic K-Theory: Definitions & Properties (Talk Notes)
2-Segal Objects and the Waldhausen Construction
DEFINITIONS of HIGHER K-THEORY the Higher Algebraic K-Groups of a Ring R Are Defined to Be the Homotopy Groups Kn(R) = Πnk(R) O
THE K-THEORY SPECTRUM of VARIETIES 1. Introduction 1.1
Extension Categories and Their Homotopy Compositio Mathematica, Tome 102, No 2 (1996), P
Relative Homological Algebra, Waldhausen K-Theory, and Quasi-Frobenius Conditions
FALL 2016 HOMOTOPY THEORY SEMINAR 1. S-Cobordisms And
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Equivariant Higher Algebraic K-Theory for Waldhausen Categories
Arxiv:1402.1871V2 [Math.KT] 14 Jul 2016 Rs Rbeso Btathmtp Theory
Spectral Waldhausen Categories, the S-Construction, and the Dennis Trace
Arxiv:1711.08779V3 [Math.KT]
Waldhausen Categories
DUALITY in WALDHAUSEN CATEGORIES Michael Weiss And
On the Algebraic K-Theory of Higher Categories
Multiplicative Structures on Algebraic K-Theory 0
ON K1 of a WALDHAUSEN CATEGORY Contents Introduction