Muro Jiménez, Fernando Author

Open Access

The 1-type of a waldhausen K-theory spectrum

  • Andrew Tonks
  • Fernando Muro Jiménez

ADVANCES IN MATHEMATICS - 1/12/2007

10.1016/j.aim.2007.05.008

Cite count: 13 (Web of Science) 12 (Scopus)
Open Access

A note on <i>K</i>-theory and triangulated derivators

  • Fernando Muro Jiménez
  • George Raptis

ADVANCES IN MATHEMATICS - 1/8/2011

10.1016/j.aim.2011.04.005

Cite count: 5 (Web of Science) 3 (Scopus)
Open Access

Transfinite Adams representability

  • Muro, Fernando
  • Raventos, Oriol

ADVANCES IN MATHEMATICS - 9/4/2016

10.1016/j.aim.2016.01.009 View source

Cite count: 3 (Scopus)

Moduli spaces of algebras over nonsymmetric operads

  • Muro, Fernando

ALGEBRAIC AND GEOMETRIC TOPOLOGY - 1/1/2014

10.2140/agt.2014.14.1489 View source

Cite count: 6 (Web of Science) 5 (Scopus)

Homotopy theory of nonsymmetric operads, I-II (vol 11, pg 1541, 2011)

  • Muro, Fernando

ALGEBRAIC AND GEOMETRIC TOPOLOGY - 4/10/2017

10.2140/agt.2017.17.3837

Cite count: 4 (Web of Science)

Torsion homology and cellular approximation

  • Flores R.
  • Muro F.

ALGEBRAIC AND GEOMETRIC TOPOLOGY - 6/02/2019

10.2140/agt.2019.19.457

Cite count: 2 (Web of Science) 2 (Scopus)

Homotopy theory of non-symmetric operads, II: Change of base category and left properness

  • Muro, Fernando

ALGEBRAIC AND GEOMETRIC TOPOLOGY - 1/1/2014

10.2140/agt.2014.14.229 View source

Cite count: 12 (Web of Science) 11 (Scopus)

Homotopy theory of nonsymmetric operads

  • Muro, Fernando

ALGEBRAIC AND GEOMETRIC TOPOLOGY - 1/1/2011

10.2140/agt.2011.11.1541 View source

Cite count: 32 (Web of Science) 25 (Scopus)

<i>K</i>-theory of derivators revisited

  • Muro, Fernando
  • Raptis, George

ANNALS OF K-THEORY - 1/01/2017

10.2140/akt.2017.2.303 View source

Cite count: 4 (Web of Science)

Smash products for secondary homotopy groups

  • Baues, Hans-Joachim
  • Muro, Fernando

APPLIED CATEGORICAL STRUCTURES - 1/10/2008

10.1007/s10485-007-9071-x View source

Cite count: 2 (Web of Science) 3 (Scopus)

On K1 of a Waldhausen category

K-Theory and Noncommutative Geometry

10.4171/060-1/4

  • ORCID

The Donovan–Wemyss Conjecture via the Derived Auslander–Iyama Correspondence

  • Jasso G.
  • Keller B.
  • Muro F.

Abel Symposia - 1/1/2024

10.1007/978-3-031-57789-5_4

Cite count:

This author has no patents.

This author has no reports or other types of publications.

Scopus: 8

Web of Science: 8

Scopus: 4

Web of Science: 4

Last data update: 11/20/24 12:57 AM
Next scheduled update: 11/23/24 3:00 AM