Giorgio Mossa

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Name	Giorgio Mossa
Member for	2 years
Seen	17 hours ago
Website	poisson.phc.unipi.it/~mossa
Location	Earth
Age	25

I'm math student, in particular I'm interested in algebra, geometry, topology and category theory (especially higher dimensional category theory) and its application in mathematics.

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Natural transformations as categorical homotopies

mar 7 at 16:21 Giorgio Mossa 1,387●1●6●15

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Concrete example of $\infty$-categories.

higher-category-theory at.algebraic-topology ag.algebraic-geometry mp.mathematical-physics lo.logic

aug 5 at 10:34 Ronnie Brown 5,207●17●20

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768

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Relation between monads, operads and algebraic theories

ct.category-theory universal-algebra monads operads reference-request

jul 14 11 at 16:49 Eduardo Pareja Tobes 296●4

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Computations in $\infty$-categories

ct.category-theory higher-category-theory model-categories

dec 31 11 at 23:04 Giorgio Mossa 1,387●1●6●15

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560

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Higher categories in logic

higher-category-theory lo.logic reference-request

feb 24 12 at 11:47 Vladimir Dotsenko 4,417●9●27

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969

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What is higher dimensional algebra?

ct.category-theory higher-category-theory reference-request

jun 21 11 at 21:51 Ronnie Brown 5,207●17●20

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431

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Equivalence in $\infty$-categories

ct.category-theory higher-category-theory reference-request

jun 20 11 at 3:28 Mike Shulman 17.2k●20●70

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719

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Monad arising from operad

ct.category-theory universal-algebra operads monads

may 30 11 at 9:18 James Griffin 1,115●3●9

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253

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What are $n$-poset?

ct.category-theory higher-category-theory posets

oct 12 11 at 20:44 Urs Schreiber 6,458●13●21

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359

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Weak algebraic structures

big-list higher-algebra abstract-algebra higher-category-theory reference-request

dec 21 11 at 12:09 Ronnie Brown 5,207●17●20

Answers

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Is Mac Lane still the best place to learn category theory?

Mathematics needed for higher dimensional category theory?

Categories presented with Arrows only, no objects: partial monoids

What is the difference between a function and a morphism?

Categories First Or Categories Last In Basic Algebra?

Natural transformations as categorical homotopies

Why are operads useful?

Why is a topology made up of ‘open’ sets?

In your opinion, what are the relative advantages of n-fold categories and n-categories?

What is the relationship between FOPL and Higher Order Logics?

Is PA consistent? do we know it?

Category theory and model theory as “natural” counterparts

Canonical examples of algebraic structures

A question on the sum of element orders of a finite group

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Questions

Natural transformations as categorical homotopies

Concrete example of $\infty$-categories.

Relation between monads, operads and algebraic theories

Computations in $\infty$-categories

Higher categories in logic

What is higher dimensional algebra?

Equivalence in $\infty$-categories

Monad arising from operad

What are $n$-poset?

Weak algebraic structures

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