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https://qsms.math.snu.ac.kr/index.php?mid=board_sjXR83&listStyle=viewer&order_type=desc&l=en&sort_index=title&document_srl=2503&page=6
qsms.math.snu.ac.kr - [QSMS Seminar 2023-05-17] Affinizations, R-matrices and reflection functors
math
snu
seminar
affinizations
matrices
https://dml.cz/handle/10338.dmlcz/148074
DML-CZ - Czech Digital Mathematics Library: Relative weak derived functors
mathematics library
derived functors
dml
czech
digital
https://viasm.edu.vn/en/hdkh/seminar-noetherianity-and-homological-finiteness-for-polynomial-functors
Seminar: Noetherianity and homological finiteness for polynomial functors
seminar
noetherianity
homological
finiteness
polynomial
https://katalog.bibliothek.kit.edu/bib/31649
Details for: Combinatorial functors / › Koha online catalog
OPAC der KIT-Bibliothek
online catalog
details
combinatorial
functors
koha
https://archiva.apache.org/ref/2.2.10/apidocs/org/apache/archiva/configuration/functors/class-use/RepositoryConfigurationComparator.html
Uses of Class org.apache.archiva.configuration.functors.RepositoryConfigurationComparator (Archiva...
uses
class
apache
archiva
configuration
https://www.stackage.org/nightly-2015-10-07/package/digestive-functors-aeson-1.1.18/deps
Dependencies for digestive-functors-aeson-1.1.18 :: Stackage Server
dependencies
digestive
functors
aeson
stackage
https://tac.mta.ca/tac/volumes/39/27/39-27abs.html
On Multi-Determinant Functors for Triangulated Categories
triangulated categories
multi
determinant
functors
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https://rin.io/the-monads-trilogy-categories-functors-monads/
The Monads Trilogy (Categories, Functors, Monads) – Good Fibrations – math is art
monads
trilogy
categories
functors
good
https://tac.mta.ca/tac/volumes/35/26/35-26abs.html
A recipe for black box functors
black box
recipe
functors
https://ems.press/books/ecr/143/2688
Highest weight categories and strict polynomial functors. With an appendix by Cosima Aquilino | EMS...
Highest weight categories are described in terms of standard objects and recollements of abelian categories, working over an arbitrary commutative base ring....
highest weight
with an
categories
strict
polynomial
https://www.dgtal.org/doc/1.4/LocalEstimatorsFromSurfel.html
DGtal: Local digital surface estimators from surfel functors
digital surface
local
estimators
surfel
functors
https://drops.dagstuhl.de/entities/document/10.4230/LIPIcs.TYPES.2021.10
Quantitative Polynomial Functors
quantitative
polynomial
functors
https://mail.haskell.org/pipermail/haskell-cafe/2009-October/067677.html
[Haskell-cafe] ** for nested applicative functors?
haskell
cafe
nested
applicative
functors