Volume 14, issue 3, September 2019

9 articles in this issue

A theorem on multiplicative cell attachments with an application to Ravenel’s X(n) spectra

Authors
- Jonathan Beardsley
- Content type: OriginalPaper
- Published: 15 November 2018
- Pages: 611 - 624
A comonadic interpretation of Baues–Ellis homology of crossed modules

Authors
- Guram Donadze
- Tim Van der Linden
- Content type: OriginalPaper
- Published: 27 November 2018
- Pages: 625 - 646
Equivariant chromatic localizations and commutativity

Authors
- Michael A. Hill
- Content type: OriginalPaper
- Published: 27 November 2018
- Pages: 647 - 662
A multiplicative K-theoretic model of Voevodsky’s motivic K-theory spectrum

Authors
- Youngsoo Kim
- Content type: OriginalPaper
- Published: 28 November 2018
- Pages: 663 - 690
Computations of orbits for the Lubin–Tate ring

Authors (first, second and last of 6)
- Agnès Beaudry
- Naiche Downey
- Peter Rock
- Content type: OriginalPaper
- Published: 18 December 2018
- Pages: 691 - 718
Algebraic Hopf invariants and rational models for mapping spaces

Authors
- Felix Wierstra
- Content type: OriginalPaper
- Published: 03 January 2019
- Pages: 719 - 747
Tate cohomology of connected k-theory for elementary abelian groups revisited

Authors
- Po Hu
- Igor Kriz
- Petr Somberg
- Content type: OriginalPaper
- Published: 10 January 2019
- Pages: 749 - 772
Some characterizations of acyclic maps

Authors
- George Raptis
- Content type: OriginalPaper
- Published: 04 March 2019
- Pages: 773 - 785
Homotopy types of SU(n)-gauge groups over non-spin 4-manifolds

Authors
- Tseleung So
- Content type: OriginalPaper
- Open Access
- Published: 12 March 2019
- Pages: 787 - 811

Volume 14, issue 3, September 2019

A theorem on multiplicative cell attachments with an application to Ravenel’s X(n) spectra

A comonadic interpretation of Baues–Ellis homology of crossed modules

Equivariant chromatic localizations and commutativity

A multiplicative K-theoretic model of Voevodsky’s motivic K-theory spectrum

Computations of orbits for the Lubin–Tate ring

Algebraic Hopf invariants and rational models for mapping spaces

Tate cohomology of connected k-theory for elementary abelian groups revisited

Some characterizations of acyclic maps

Homotopy types of SU(n)-gauge groups over non-spin 4-manifolds

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Volume 14, issue 3, September 2019

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