Paul Balmer
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Mathematics
Paul Balmer's Degrees
- PhD Mathematics Princeton University
- Bachelors Mathematics University of Oxford
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Why Is Paul Balmer Influential?
(Suggest an Edit or Addition)According to Wikipedia, Paul Balmer is a Swiss mathematician, working in algebra. He is a professor of mathematics at the University of California, Los Angeles. Balmer received his Ph.D. from the University of Lausanne in 1998, under the supervision of Manuel Ojanguren, with a thesis entitled Groupes de Witt dérivés des Schémas .
Paul Balmer's Published Works
Published Works
- IDEMPOTENT COMPLETION OF TRIANGULATED CATEGORIES (2001) (296)
- The spectrum of prime ideals in tensor triangulated categories (2004) (295)
- Spectra, spectra, spectra – Tensor triangular spectra versus Zariski spectra of endomorphism rings (2010) (104)
- A Gersten–Witt spectral sequence for regular schemes (2002) (103)
- Tensor Triangular Geometry (2011) (92)
- TRIANGULAR WITT GROUPS. PART I : THE 12-TERM LOCALIZATION EXACT SEQUENCE. (2000) (81)
- Supports and filtrations in algebraic geometry and modular representation theory (2007) (72)
- Generalized tensor idempotents and the telescope conjecture (2011) (72)
- Presheaves of triangulated categories and reconstruction of schemes (2001) (70)
- Triangular Witt groups Part II: From usual to derived (2001) (62)
- The spectrum of the equivariant stable homotopy category of a finite group (2015) (56)
- Separability and triangulated categories (2011) (47)
- Witt Cohomology, Mayer–Vietoris, Homotopy Invariance and the Gersten Conjecture (2001) (46)
- Grothendieck–Neeman duality and the Wirthmüller isomorphism (2015) (45)
- Derived Witt groups of a scheme (1999) (43)
- Stacks of group representations (2013) (36)
- The Gersten conjecture for Witt groups in the equicharacteristic case (2002) (33)
- Restriction to finite-index subgroups as étale extensions in topology, KK-theory and geometry (2014) (31)
- Separable extensions in tensor-triangular geometry and generalized Quillen stratification (2013) (31)
- GLUING TECHNIQUES IN TRIANGULAR GEOMETRY (2007) (28)
- Niveau spectral sequences on singular schemes and failure of generalized Gersten conjecture (2008) (25)
- Koszul Complexes and Symmetric Forms over the Punctured Affine Space (2005) (23)
- On the surjectivity of the map of spectra associated to a tensor‐triangulated functor (2017) (21)
- Mackey 2-Functors and Mackey 2-Motives (2018) (17)
- Splitting tower and degree of tt-rings (2013) (16)
- Separable extensions in tt-geometry and generalized Quillen stratification (2013) (16)
- The frame of smashing tensor-ideals (2017) (16)
- Modular representations of finite groups with trivial restriction to Sylow subgroups (2013) (15)
- Witt groups of Grassmann varieties (2008) (15)
- Products of degenerate quadratic forms (2005) (14)
- Tensor triangular Chow groups (2013) (14)
- Tensor-triangular fields: ruminations (2017) (13)
- Nilpotence theorems via homological residue fields (2017) (13)
- Descent in triangulated categories (2012) (13)
- THE DERIVED CATEGORY OF AN ÉTALE EXTENSION AND THE SEPARABLE NEEMAN–THOMASON THEOREM (2014) (13)
- BASES OF TOTAL WITT GROUPS AND LAX-SIMILITUDE (2011) (12)
- An introduction to Triangular Witt Groups and a survey of applications (2003) (12)
- Gluing representations via idempotent modules and constructing endotrivial modules (2009) (12)
- Model theoretic reformulation of the Baum¿Connes and Farrell¿Jones conjectures (2003) (12)
- Picard groups in triangular geometry and applications to modular representation theory (2010) (12)
- A guide to tensor-triangular classification (2019) (11)
- Shifted Witt groups of semi-local rings (2005) (11)
- Geometric description of the connecting homomorphism for Witt groups (2008) (9)
- Homological support of big objects in tensor-triangulated categories (2020) (9)
- Vanishing and nilpotence of locally trivial symmetric spaces over regular schemes (2003) (7)
- Restriction to subgroups as \'etale extensions, in topology, KK-theory and geometry (2014) (7)
- Fundamental isomorphism conjecture via non‐commutative motives (2008) (6)
- Permutation modules and cohomological singularity (2020) (6)
- COHOMOLOGICAL MACKEY 2-FUNCTORS (2021) (6)
- The Spanier-Whitehead category is always triangulated (2006) (6)
- Codescent theory I: Foundations☆ (2003) (5)
- Computing homological residue fields in algebra and topology (2020) (5)
- Finite permutation resolutions (2020) (5)
- Three real Artin-Tate motives (2019) (4)
- Codescent theory II: cofibrant approximations (2003) (4)
- Green equivalences in equivariant mathematics (2020) (4)
- NIVEAU SPECTRAL SEQUENCE AND FAILURE OF GERSTEN-TYPE CONJECTURE, ON SINGULAR SCHEMES (2)
- Endotrivial representations of finite groups and equivariant line bundles on the Brown complex (2015) (2)
- Separable Commutative Rings in the Stable Module Category of Cyclic Groups (2017) (2)
- Relative stable categories and birationality (2020) (2)
- Martin's Beach Litigation and Eroding Public Access Rights to the California Coast (2018) (2)
- Resolutions by permutation modules (2020) (2)
- Permutation modules, Mackey functors, and Artin motives (2021) (2)
- Derived category of permutation modules and cohomological singularity (2020) (1)
- Affine space over triangulated categories: a further invitation to Grothendieck derivators (2016) (1)
- The spectrum of the equivariant stable homotopy category of a finite group (2016) (1)
- The tt-geometry of permutation modules. Part I: Stratification (2022) (1)
- Triangulated categories and applications (2011) (1)
- EXAMPLES OF TENSOR-TRIANGULATED CATEGORIES (2021) (0)
- 1 Witt Groups (2004) (0)
- III . 1 Witt Groups (2010) (0)
- A ug 2 00 3 CODESCENT THEORY II : COFIBRANT APPROXIMATIONS (2003) (0)
- Separable Commutative Rings in the Stable Module Category of Cyclic Groups (2017) (0)
- The Mother of all isomorphism conjectures via DG categories and derivators (2008) (0)
- Resolutions by permutation modules (2020) (0)
- N ov 2 01 5 ENDOTRIVIAL REPRESENTATIONS OF FINITE GROUPS AND EQUIVARIANT LINE BUNDLES ON THE BROWN (2018) (0)
- AMS Fall Western Sectional Sampler (2017) (0)
- WITT COHOMOLOGY AND THE GERSTEN CONJECTURE (0)
- PART II : FROM USUAL TO DERIVED (0)
- Descent in triangulated categories (2011) (0)
- Plenary Lectures (2001) (0)
- Tensor-triangular fields: ruminations (2019) (0)
- HOMOLOGICAL ALGEBRA - LECTURE NOTES LECTURES BY PAUL BALMER NOTES BY GEUNHO GIM (2014) (0)
- Gluing in tensor triangular geometry (2006) (0)
- An Invitation to Tensor-Triangular Geometry (2017) (0)
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What Schools Are Affiliated With Paul Balmer?
Paul Balmer is affiliated with the following schools: