ScalingStacks

[00PB] Differential Graded Categories are k-linear Stable Infinity Categories

Lee Cohn

Original source: arXiv:1308.2587v2

Chapter 3013 · Reference depth 1

Author TeX is available. HTML chapter conversion is pending.

Cited by Braiding on type A Soergel bimodules: semistrictness and naturality, On nilpotent extensions of ∞-categories and the cyclotomic trace, The Character Theory of a Complex Group

Original source PDF · 1308.2587v2

Preserved original PDF pages

References in this collection

  1. Ba · On left and right model categories and left and right Bousfield localizations Depth 2
  2. BK · Enhanced triangulated categories Depth 2
  3. BFN · Francis, John, and Nadler, David Depth 2
  4. BGT1 · A universal characterization of higher algebraic K-theory Depth 1
  5. BGT2 · Uniqueness of the multiplicative cyclotomic trace Depth 2
  6. BM · Localization theorems in topological Hochschild homology and topological cyclic homology Depth 2
  7. CT · Cisniski, Denis-Charles, Tabuada, Goncalo. Symmetric Monoidal Structure on Non-commutative Motives. Journal of K-theory. Volume 9 (2012), No. 2, 201-268. Depth 2
  8. Drinfeld · DG quotients of DG categories Depth 2
  9. Du · Kan Extensions in Enriched Category Theory Depth 2
  10. EKMM · Kriz, Igor, Mandell, Michael and May, Peter Depth 2
  11. G · Gaitsgory, Dennis. Generalities on DG Categories http://www.math.harvard.edu/ gaitsgde/GL/textDG.pdflink. Depth 2
  12. Hovey · Hovey, Mark. Model Categories Mathematical Surveys and Monographs, Volume 63, AMS (1999) Depth 2
  13. HSS · Shipley, Brooke, and Smith, Jeff Depth 2
  14. K · On differential graded categories International Congress of Mathematicians Depth 2
  15. T · Lurie, Jacob. Higher Topos Theory. Annals of Mathematics Studies, 170, Princeton University Press, 2009. http://www.math.harvard.edu/ lurie/papers/croppedtopoi.pdflink Depth 2
  16. HA · Lurie, Jacob. Higher Algebra. Preprint, 2011. http://www.math.harvard.edu/ lurie/papers/higheralgebra.pdflink. Depth 2
  17. L3 · Lurie, Jacob. What is an -category?, Notices of the AMS, 55 (8), September, 2008 Depth 2
  18. Sch · S-modules and Symmetric Spectra Depth 2
  19. SS1 · Algebras and Modules in Monoidal Model Categories Depth 2
  20. SS2 · Stable model categories are categories of modules Depth 2
  21. TabS · Homotopy theory of spectral categories Depth 2
  22. TabM · Invariants additifs de dg-cat�gories Depth 2
  23. Tab1 · Topological Hochschild and Cyclic Homology for Differential Graded Categories Depth 2
  24. Tab2 · Une Structure de Categorie de Modeles de Quillen sur la Categorie des DG-categories Depth 2
  25. To1 · The homotopy theory of dg-categories and derived Morita theory Depth 2
  26. To2 · Lectures on dg-categories Depth 2

Original mathematics by the credited authors. Source collection and HTML conversion remain in progress.