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Jacob Lurie

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187
If I want to study Jacob Lurie's books "Higher Topoi Theory", "Derived AG", what prerequisites should I have?
mathoverflow.net

103
Hirzebruch's motivation of the Todd class
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97
Is there a high-concept explanation for why "simplicial" leads to "homotopy-theoretic"?
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59
What is homology anyway?
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45
Are morphisms from affine schemes to arbitrary schemes affine morphisms?
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40
What's the current state of the classification of not-fully-extended TQFTs?
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40
Is Lemma A.1.5.7 in Higher Topos Theory correct?
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35
What's so special about the forgetful functor from G-rep to Vect?
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33
What is a simplicial commutative ring from the point of view of homotopy theory?
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31
Reflection principle vs universes
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30
What is a symmetric monoidal $(\infty,n)$-category?
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27
Relation between topos and $\infty$-topos
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27
What do cohomology operations have to do with the non-existence of commutative cochains over $\mathbb{Z}$?
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26
Reflection principle vs universes
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25
What are simplicial topological spaces intuitively?
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24
How much do universes matter in topos theory?
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23
Stable homotopy category and the moduli space of formal groups
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22
How do $\infty$-categories allow us to do descent on the derived level?
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22
Why study simplicial homotopy groups?
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21
Examples of $(\infty,1)$-topoi that are not given as sheaves on a Grothendieck topology
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20
Functorial kernel in derived category
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20
The weak equivalences in the covariant model structure
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19
What would be an infinity-groupoid analogue of the duality between sets and complete atomic boolean algebras?
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19
compact objects in model categories and $(\infty,1)$-categories
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19
Lower Algebra: Modules over the monoidal category of abelian groups
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18
Where to find the correct result in Higher Algebra, incorrect reference
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18
Are there noncommutative extensions of $\alpha_p$ by $\mathbb{G}_m$?
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17
elliptic curves and group cohomology
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17
The most general context of Mather's Cube Theorems
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17
Semi-simplicial versus simplicial sets (and simplicial categories)
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