Видео ютуба по тегу Functor Extension

Group Cohomology [Part 5] Definition of Group Cohomology and Ext Functor
Group Cohomology [Part 5] Definition of Group Cohomology and Ext Functor
George Wilson - The Extended Functor Family
George Wilson - The Extended Functor Family
EX76. universal property of base extension and adjointness to forget functor
EX76. universal property of base extension and adjointness to forget functor
Homological algebra 5: Ext(A,B)
Homological algebra 5: Ext(A,B)
What the Functor? | Functors in Scala | Rock the JVM
What the Functor? | Functors in Scala | Rock the JVM
Производные функторы: Ext и Tor
Производные функторы: Ext и Tor
Functors - FunFunFunction #10
Functors - FunFunFunction #10
The Hom and Ext Functors in the BGG Category O
The Hom and Ext Functors in the BGG Category O
Fermat's Last Theorem: Defining the Flat Deformation Functor! (13.7, 185)
Fermat's Last Theorem: Defining the Flat Deformation Functor! (13.7, 185)
Amit Shah: Exangulated functors
Amit Shah: Exangulated functors
An extension of Suzuki's functor to the critical level
An extension of Suzuki's functor to the critical level
Functors
Functors
Kan Extensions
Kan Extensions
Section 2.7 - Yoneda Extensions - Categories & Sheaves
Section 2.7 - Yoneda Extensions - Categories & Sheaves
Yoneda Ext and the extension problem
Yoneda Ext and the extension problem
CT2024, Dirk Hofmann: On predicate liftings and lax extensions of functors
CT2024, Dirk Hofmann: On predicate liftings and lax extensions of functors
Alex Martsinkovsky --- Stabilization of additive functors.
Alex Martsinkovsky --- Stabilization of additive functors.
Category Definitions and Yoneda's Lemma
Category Definitions and Yoneda's Lemma
Functors: Definition, Examples, and Special Types
Functors: Definition, Examples, and Special Types
ITHT: Part 10- Derived Functors
ITHT: Part 10- Derived Functors
Alice Rizzardo - Representability of cohomological functors over extension fields
Alice Rizzardo - Representability of cohomological functors over extension fields
Category Theory III 3.1, Adjunctions and monads
Category Theory III 3.1, Adjunctions and monads
Lecture 10: Backprop as a Functor (English)
Lecture 10: Backprop as a Functor (English)
Category Theory 1.5 : Properties of Functors, Contravariant Functors, and Subcategories
Category Theory 1.5 : Properties of Functors, Contravariant Functors, and Subcategories
HHHW04 | Ms. Christine Vespa | Higher Hochschild homology as a functor
HHHW04 | Ms. Christine Vespa | Higher Hochschild homology as a functor