Shipley, Brooke - Department of Mathematics, Statistics, and Computer Science, University of Illinois at Chicago

• Topological equivalences of differential graded algebras
• K-THEORY AND DERIVED EQUIVALENCES DANIEL DUGGER AND BROOKE SHIPLEY
• Brooke E. Shipley Curriculum vitae
• K-THEORY AND DERIVED EQUIVALENCES DANIEL DUGGER AND BROOKE SHIPLEY
• Brooke E. Shipley Curriculum vitae
• AN ALGEBRAIC MODEL FOR RATIONAL S 1 EQUIVARIANT STABLE HOMOTOPY THEORY
• ENRICHED MODEL CATEGORIES AND AN APPLICATION TO ADDITIVE ENDOMORPHISM SPECTRA
• Topological equivalences of di#erential graded algebras
• arXiv:1101.2511v1[math.AT]13Jan2011 AN ALGEBRAIC MODEL FOR RATIONAL TORUS-EQUIVARIANT
• TOPOLOGICAL EQUIVALENCES FOR DIFFERENTIAL GRADED ALGEBRAS
• MORITA THEORY IN STABLE HOMOTOPY THEORY BROOKE SHIPLEY
• A CONVENIENT MODEL CATEGORY FOR COMMUTATIVE RING SPECTRA
• A UNIQUENESS THEOREM FOR STABLE HOMOTOPY THEORY STEFAN SCHWEDE AND BROOKE SHIPLEY
• MODEL CATEGORIES OF DIAGRAM SPECTRA M. A. MANDELL, J. P. MAY, S. SCHWEDE and B. SHIPLEY
• JOURNAL OF THE AMERICAN MATHEMATICAL SOCIETY
• CONVERGENCE OF THE HOMOLOGY SPECTRAL SEQUENCE OF A COSIMPLICIAL SPACE
• A short LATEXTemplate Brooke Shipley
• PROOF BY INDUCTION BROOKE SHIPLEY
• ALGEBRAS AND MODULES IN MONOIDAL MODEL CATEGORIES
• Brooke E. Shipley Curriculum vitae
• A CONVENIENT MODEL CATEGORY FOR COMMUTATIVE RING SPECTRA
• POSTNIKOV EXTENSIONS OF RING SPECTRA DANIEL DUGGER AND BROOKE SHIPLEY
• SIMPLICIAL STRUCTURES ON MODEL CATEGORIES AND FUNCTORS By CHARLES REZK, STEFAN SCHWEDE, and BROOKE SHIPLEY
• AN ALGEBRAIC MODEL FOR RATIONAL S1 -EQUIVARIANT STABLE
• HZ-ALGEBRA SPECTRA ARE DIFFERENTIAL GRADED ALGEBRAS BROOKE SHIPLEY
• POSTNIKOV EXTENSIONS OF RING SPECTRA DANIEL DUGGER AND BROOKE SHIPLEY
• K-THEORY AND DERIVED EQUIVALENCES DANIEL DUGGER AND BROOKE SHIPLEY
• MORITA THEORY IN STABLE HOMOTOPY THEORY BROOKE SHIPLEY
• Advances in Mathematics 160, 217 240 (2001) Monoidal Uniqueness of Stable Homotopy Theory1
• MORITA THEORY IN STABLE HOMOTOPY THEORY BROOKE SHIPLEY
• A UNIQUENESS THEOREM FOR STABLE HOMOTOPY THEORY STEFAN SCHWEDE AND BROOKE SHIPLEY
• TOPOLOGICAL EQUIVALENCES FOR DIFFERENTIAL GRADED ALGEBRAS
• Topological equivalences of differential graded algebras
• ENRICHED MODEL CATEGORIES AND AN APPLICATION TO ADDITIVE ENDOMORPHISM SPECTRA
• MONOIDAL UNIQUENESS OF STABLE HOMOTOPY THEORY BROOKE SHIPLEY
• A UNIQUENESS THEOREM FOR STABLE HOMOTOPY THEORY STEFAN SCHWEDE AND BROOKE SHIPLEY
• JOURNAL OF THE AMERICAN MATHEMATICAL SOCIETY
• K-Theory 19: 155183, 2000. c 2000 Kluwer Academic Publishers. Printed in the Netherlands.
• AN ALGEBRAIC MODEL FOR RATIONAL S1-EQUIVARIANT STABLE HOMOTOPY THEORY
• SIMPLICIAL STRUCTURES ON MODEL CATEGORIES AND FUNCTORS
• HZ-ALGEBRA SPECTRA ARE DIFFERENTIAL GRADED ALGEBRAS BROOKE SHIPLEY
• A CONVENIENT MODEL CATEGORY FOR COMMUTATIVE RING SPECTRA
• A TELESCOPE COMPARISON LEMMA FOR THH M.A. MANDELL AND B. SHIPLEY
• DOI 10.1007/s00209-010-0741-2 Mathematische Zeitschrift An algebraic model for free rational G-spectra
• Rigidity and algebraic models for rational equivariant stable homotopy theory