DOCSLIB.ORG
Explore
Sign Up
Log In
Upload
Search
Home
» Tags
» Spectrum (topology)
Spectrum (topology)
An Introduction to Spectra
L22 Adams Spectral Sequence
Generalized Cohomology Theories
On Relations Between Adams Spectral Sequences, with an Application to the Stable Homotopy of a Moore Space
Dylan Wilson March 23, 2013
Introduction to the Stable Category
LECTURE 2: WALDHAUSEN's S-CONSTRUCTION 1. Introduction
THE ORIENTED COBORDISM RING Contents Introduction 1 1
Equivariant Stable Homotopy Theory
A New Proof of the Bott Periodicity Theorem
The Adams-Novikov Spectral Sequence and the Homotopy Groups of Spheres
Slides on the Cobordism Spectrum
Notes on Cobordism
Duality in Algebra and Topology
The Spectrum of a Localic Semiring Directly in Terms of Overt Weakly Closed Radical Ideals, but This Might Not Be Completely Convincing
THE SPHERE SPECTRUM John Rognes October 28Th 2004
Arxiv:2001.04823V2 [Math.AC] 28 Jun 2020 Hr Spec( Where 3.11): and 3.8 Propositions (See Maps Canonical the Ewrs Ueiel Ueypieiel Ueymxmliel Gelfa Ideal; Ring
ON the Q-CONSTRUCTION for EXACT ∞-CATEGORIES Contents
Top View
The Structure of Stable Homotopy Theories
Lecture 8: the Complex K-Theory Spectrum
What Are Spectra? a Poor Man’S Attempt to Learn Stable Homotopy Theory
Deloopings in Algebraic K-Theory
The Spectrum of the Equivariant Stable Homotopy Category of a Finite Group
K-Theory of a Waldhausen Category As a Symmetric Spectrum
Stable Homotopy Theory
Spectra and Localization
The Adams–Novikov E2-Term for Behrens' Spectrum Q(2) at the Prime 3
Topological K-Theory and Bott Periodicity
Quillen K-Theory: Lecture Notes
The Adams Spectral Sequence
Quillen +, Q Constructions and the Definition of Higher K-Theory Nerses´ Aramian
The Adams Spectral Sequence (Lecture 8)
The Regular Complex in the Bp〈1〉–Adams Spectral Sequence
Bott Periodicity
A GUIDE to TENSOR-TRIANGULAR CLASSIFICATION 1. Introduction
Commutative Ring Spectra
THE K-THEORY SPECTRUM of VARIETIES 1. Introduction 1.1
The Adams Spectral Sequence Ners´Esaramian Introduction the Adams Spectral Sequence Is One of the Most Important Tools in Stable Homotopy Theory
Clifford Algebras and Bott Periodicity
Lecture 14: Proof of Bott Periodicity (Con’T)
An Introduction to the Category of Spectra
A Symmetric Ring Spectrum Representing KO-Theory
Vanishing Lines in Generalized Adams Spectral Sequences Are Generic MJ Hopkins J H Palmieri JH Smith
An Introduction to Stable Homotopy Theory “Abelian Groups up to Homotopy” Spectra ⇒Generalized Cohomology Theories Exam
The Spectra Associated to ^-Monoids
Introduction to Algebraic K-Theory
Stable Homotopy Theory
Spectra Are Your Friends a Leisurely Stroll Through the Land of Spheres
Galois Theory of Commutative Ring Spectra
Cobordisms and Spectral Sequences, by V.V. Vershinin, Translations of Mathemat- Ical Monographs, Vol
The Stable Homotopy Category
Bott Periodicity in Topological, Algebraic and Hermitian K-Theory 3 Type Respectively
Spectra for Commutative Algebraists
Equivariant Cobordism
Detecting Exotic Spheres in Low Dimensions Using Coker J
Cohomology Theories and Commutative Rings
Calculating Cobordism Rings
Modern Foundations for Stable Homotopy Theory
Generalized Homology Theories^)
18.917 Topics in Algebraic Topology: the Sullivan Conjecture Fall 2007
Unit Spectra of K-Theory from Strongly Self-Absorbing C∗-Algebras
Arxiv:2011.01620V2 [Math.AT] 5 Feb 2021 Ovne Hti a Rea H Ie(E [ (See Time the at True Was It That Convinced F“Ocinar Tgar” N a Otdb H Etpc Geotop the by Redaction
Basics of Spectra
A Spectrum Whose Cohomology Is a Certain Cyclic Module Over the Steenrod Algebra
Endomorphisms of the Sphere Spectrum
A GUIDE for COMPUTING STABLE HOMOTOPY GROUPS 3 We Use All of the Material Developed in Section 3 and Section 4 to Compute the E2-Pages
Outline for a Course in Stable Homotopy Theory
Complex Bordism Theory Contents 1 Complex-Orientable Cohomology
1 Classical Equivariant K-Theory 1.1 Equivariant Vector Bundles Definition 1.1
Equivariant Complex Cobordism
Closure Operations, Continuous Valuations on Monoids and Spectral
Splitting Cobordism Spectra
What Precisely Are E Ring Spaces and E Ring Spectra? 1 1 JPMAY
The Stable Homotopy Category
Moduli Spaces of Commutative Ring Spectra
Unoriented Cobordism and MO
Stable Homotopy Theory