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Group object
Categorical Models of Type Theory
Universality of Multiplicative Infinite Loop Space Machines
Seminar on Homogeneous and Symmetric Spaces
Math 395: Category Theory Northwestern University, Lecture Notes
CHAPTER IV.3. FORMAL GROUPS and LIE ALGEBRAS Contents
Category Theory Course
Categorical Representations of Categorical Groups
Notes on Group Schemes and Cartier Duality
A New Characterization of the Tate-Shafarevich Group
Groupoids and Cogroupoids: an One Object Approach Arxiv:1207.3694V2
Groupoids, Crossed Modules and the Fundamental Groupoid of a Topological Group
Category Theory: a Gentle Introduction
Brauer-Manin for Homogeneous Spaces
Alexander–Beck Modules Detect the Unknot
Higher Gauge Theory with String 2-Groups
Classifying Topos for Rings
Idgher Dimensional Obstruction Theory in Algebraic Categories*
[Math.CT] 4 Dec 2002 N Morphism a find That Rne.Ihp O Ilfidi Sfl Midbe Om Supe Article
Top View
Examples-Stacks.Pdf
3. Algebraic Group Actions and Quotients in This Section We
Proquest Dissertations
Lecture 13: Elimination of Imaginaries
Higher-Dimensional Algebra V: 2-Groups
A Cohomology Theory for Commutative Monoids
Categories and Functors. Its New Language—Originally Called "General Abstract Nonsense" Even by Its Initiators—Spread Into Many Different Branches of Mathematics
Functor,” and “Functor” Has Been Defined in Order to Be Able to Define “Natural Transformation.” - Mac Lane Chapter 1
Isotropy Groups of Quasi-Equational Theories
Coverings of Internal Groupoids and Crossed Modules in the Category of Groups with Operations
SIMPLICIAL TORSORS Introduction Let E Be a Grothendieck Topos, a An
WOMP: CATEGORY THEORY Category Theory Is the Language Of
Algebra in a Category
MATH 251 Problems Solve 15, at Least 4 from 1-8 and at Least 7 from the Rest, and Return by Monday Nov 3
A Simplified Categorical Approach to Several Galois Theories
Transformation Double Categories Associated to 2-Group Actions
Categorical Models of Type Theory
Topological Foundations of Tropical Geometry
Comultiplications on Free Groups and Wedges of Circles
Chapter III. Basic Theory of Group Schemes. As We Have Seen in The
Group Objects PCMI Undergraduate Summer School Etude´ of Questions
Additive -Categories and Canonical Monoidal Structures I