- ALGEBRAIC K-THEORY OF THE FIRST MORAVA K-THEORY CHRISTIAN AUSONI AND JOHN ROGNES
- ON CYCLIC FIXED POINTS OF SPECTRA Marcel B okstedt, Bob Bruner,
- ELLIPTIC COHOMOLOGY AND ALGEBRAIC K-THEORY
- ALGEBRAIC K-THEORY OF THE FIRST MORAVA K-THEORY CHRISTIAN AUSONI AND JOHN ROGNES
- Galois Extensions of Structured Ring Spectra John Rognes
- ISSN 13640380 (on line) 14653060 (printed) 155 Geometry & Topology G
- RING COMPLETION OF RIG CATEGORIES NILS A. BAAS, BJRN IAN DUNDAS, BIRGIT RICHTER AND JOHN ROGNES
- SPACES OF PL MANIFOLDS AND CATEGORIES OF SIMPLE MAPS
- ALGEBRAIC KTHEORY OF THE FIRST MORAVA KTHEORY CHRISTIAN AUSONI AND JOHN ROGNES
- Stably Dualizable Groups John Rognes
- Algebraic Ktheory of the first Morava Ktheory Christian Ausoni John Rognes
- ISSN 1472-2739 (on-line) 1472-2747 (printed) 653 Algebraic & Geometric Topology
- Documenta Math. 795 Divisibility of the Dirac Magnetic Monopole
- ISSN 13640380 (on line) 14653060 (printed) 853 Geometry & Topology G
- Mathematisches Forschungsinstitut Oberwolfach Report No. 46/2005
- ALGEBRAIC K-THEORY OF THE FRACTION FIELD OF TOPOLOGICAL K-THEORY
- RATIONAL ALGEBRAIC KTHEORY OF TOPOLOGICAL KTHEORY
- ISSN 1472-2739 (on-line) 1472-2747 (printed) 1223 Algebraic & Geometric Topology
- THE SPHERE SPECTRUM John Rognes
- Stably Dualizable Groups John Rognes
- K-Theory 16: 101104, 1999. c 1999 Kluwer Academic Publishers. Printed in the Netherlands.
- ON CYCLIC FIXED POINTS OF SPECTRA OKSTEDT, ROBERT R. BRUNER,
- The Modular Square for Quantum Groups J. Kustermans J. Rognes L. Tuset
- Galois Extensions of Structured Ring Spectra John Rognes
- ALGEBRAIC KTHEORY OF THE FRACTION FIELD OF TOPOLOGICAL KTHEORY
- THE SEGAL CONJECTURE FOR TOPOLOGICAL HOCHSCHILD HOMOLOGY OF COMPLEX COBORDISM
- ISSN 1472-2739 (on-line) 1472-2747 (printed) 653 Algebraic & Geometric Topology
- ISSN 1364-0380 (on line) 1465-3060 (printed) 853 Geometry & Topology GGG
- Geometry & Topology Monographs 16 (2009) 401544 401 Topological logarithmic structures
- A NOT-NECESSARILY COMMUTATIVE MAP John Rognes
- Pergamon Topology Vol. 36, No. 4, pp. 829-648, 1997 Copyright 0 1997 Published by Elsevier Science Ltd
- APPLIED ALGEBRA ELSEVIER Journal of Pure and Applied Algebra I34 (1999) 2 I l-2 18
- APPLIED ALGEBRA ELSEVIEK Journal of Pure and Applied Algebra 134 (1999) 219--2X6
- APPLIED ALGEBRA ELSEVIER Journal of Pure and Applied Algebra 134 (1999) 287-326
- Topology 39 (2000) 267}281 K4(9) is the trivial group
- Math. Z. 233, 251263 (2000) c Springer-Verlag 2000
- JOURNAL OF THE AMERICAN MATHEMATICAL SOCIETY
- K-Theory 26: 101137, 2002. c 2002 Kluwer Academic Publishers. Printed in the Netherlands.
- ISSN 1364-0380 (on line) 1465-3060 (printed) 155 Geometry & Topology GGG
- Geometry & Topology 14 (2010) 755772 755 Homology operations in the
- THE SPHERE SPECTRUM John Rognes
- Algebraic K-theory of the first Morava K-theory Christian Ausoni John Rognes
- RING COMPLETION OF RIG CATEGORIES NILS A. BAAS, BJRN IAN DUNDAS, BIRGIT RICHTER AND JOHN ROGNES
- THE SEGAL CONJECTURE FOR TOPOLOGICAL HOCHSCHILD HOMOLOGY OF COMPLEX COBORDISM
- RATIONAL ALGEBRAIC K-THEORY OF TOPOLOGICAL K-THEORY
- ON CYCLIC FIXED POINTS OF SPECTRA MARCEL B OKSTEDT, ROBERT R. BRUNER,
- A Spectrum Level Rank Filtration in Algebraic K-Theory John Rognes
- Algebraic K -theory of the first Morava K -theory Christian Ausoni John Rognes
- A NOT-NECESSARILY COMMUTATIVE MAP John Rognes
- RING COMPLETION OF RIG CATEGORIES NILS A. BAAS, BJORN IAN DUNDAS, BIRGIT RICHTER AND JOHN ROGNES
- THE PRODUCT ON TOPOLOGICAL HOCHSCHILD HOMOLOGY OF THE INTEGERS
- THE TITS BUILDINGS FOR Z=pn John Rognes
- ON CYCLIC FIXED POINTS OF SPECTRA MARCEL B"OKSTEDT, ROBERT R. BRUNER,
- 'ETALE DESCENT FOR TWO-PRIMARY ALGEBRAIC K-THEORY OF TOTALLY IMAGINARY NUMBER FIELDS
- Galois Extensions of Structured Ring Spectra John Rognes
- ALGEBRAIC K-THEORY OF TOPOLOGICAL K-THEORY Christian Ausoni and John Rognes
- ALGEBRAIC K-THEORY OF THE FRACTION FIELD OF TOPOLOGICAL K-THEORY
- ALGEBRAIC K-THEORY OF THE TWO-ADIC INTEGERS John Rognes
- THE HATCHER-WALDHAUSEN MAP IS A SPECTRUM MAP John Rognes
- ISSN 1472-2739 (on-line) 1472-2747 (printed) 1223 Algebraic & Geometric Topology
- TWO-PRIMARY ALGEBRAIC K-THEORY OF POINTED SPACES
- SPACES OF PL MANIFOLDS AND CATEGORIES OF SIMPLE MAPS
- THE TOPOLOGICAL SINGER CONSTRUCTION SVERRE LUNENIELSEN AND JOHN ROGNES
- Contents Galois Extensions of Structured Ring Spectra 1
- TWO-PRIMARY ALGEBRAIC K-THEORY OF TWO-REGULAR NUMBER FIELDS
- TWO-VECTOR BUNDLES AND FORMS OF ELLIPTIC COHOMOLOGY
- TWO-PRIMARY ALGEBRAIC K -THEORY OF CURVES OVER FINITE FIELDS
- THE SEGAL CONJECTURE FOR TOPOLOGICAL HOCHSCHILD HOMOLOGY OF COMPLEX COBORDISM
- THE SPHERE SPECTRUM John Rognes
- THE FIBER OF THE LINEARIZATION MAP A(*) ! K(Z) John R. Klein and John Rognes
- RATIONAL ALGEBRAIC K-THEORY OF TOPOLOGICAL K-THEORY
- A SPECTRUM LEVEL RANK FILTRATION IN ALGEBRAIC K-THEORY
- TRACE MAPS FROM THE ALGEBRAIC K-THEORY OF THE INTEGERS
- TWO-PRIMARY ALGEBRAIC K-THEORY OF RINGS OF INTEGERS IN NUMBER FIELDS
- The Modular Square for Quantum Groups J. Kustermans J. Rognes L. Tuset
- Topology 41 (2002) 873926 www.elsevier.com/locate/top
- ON CYCLIC FIXED POINTS OF SPECTRA Marcel Bokstedt, Bob Bruner,
- THE TOPOLOGICAL SINGER CONSTRUCTION SVERRE LUNE--NIELSEN AND JOHN ROGNES
- THE TOPOLOGICAL SINGER CONSTRUCTION SVERRE LUNOE-NIELSEN AND JOHN ROGNES
- K4(Z) IS THE TRIVIAL GROUP John Rognes
- The Modular Square for Quantum Groups J. Kustermans J. Rognes L. Tuset
- CHARACTERIZING CONNECTED K-THEORY BY HOMOTOPY GROUPS
- Annals of Mathematics, 0 (1993), 1-22 K4 (Z) is the trivial group
- Stably Dualizable Groups John Rognes
- AMS Proceedings Style Volume 00, 1998
- TWO-VECTOR BUNDLES AND FORMS OF ELLIPTIC COHOMOLOGY
- TOPOLOGICAL CYCLIC HOMOLOGY OF THE INTEGERS AT TWO
- VIDUNDERLIGE NYE RINGER John Rognes
- APPROXIMATING K*(Z) THROUGH DEGREE FIVE John Rognes
