/lit/ - Literature

>>21887799
allow the great John Gabriel to explain:
https://www.youtube.com/watch?v=LOQRDRLvQz0
https://www.youtube.com/watch?v=YXIxWlePBgU

>>21569782
Yes

>>21272711
Elric chad

>>21243387
The Cat in the Hat is actually a reinvention of Beaumarchais's classic Figaro trilogy, playing on the same class conflicts that permeate those plays. The Cat in the Hat is a proletarian hero converting the mediocre bourgeoisie youth to escape the blandness of the american suburb.

>>20411521
High IQ take

>>19911001
>How it feels to read the Gospel of Thomas
Not in any biblical canon but regardless, I have gained some unique insights

>immanence = transcendence
>transcendence = immanence
>everything happens because it has to happen

>>18232183
I am now enlightened having read this

>>16658704
Hijacking your thread to say that Cain did nothing wrong

>>15789776
>Euclidean geometry
>Cauchy-Bunyakovskii inequality
>Groups of transformations
>Möbius transformations
>Rank, nullspace, and determinant
>Groups, rings, and fields
>Abel's theorem
>Galois theory
>Dedekind cuts
>Basis and rank
>Lie theory
>Axiomatic set theory
>Zermelo–Fraenkel-choice
>Zorn's lemma
>Cauchy-Hamel basis
>Cantor-Bernstein theorem
>Metric spaces
>Point set topology
>Ostrovsky's theorem
>Newton-Leibniz formula
>δ-ε formalism
>Analysis in R^n
>Conformal mappings
>Hilbert, Banach, and Sobolev spaces
>Smooth manifolds
>Sard's theorem
>Generalized Stokes' theorem
>Contour integrals
>Cauchy's formula
>Riemann's mapping theorem
>Category theory
>Campbell-Hausdorff series
>Algebraic topology
>Cohomology
>Poincaré duality
>Vector bundles
>Gauss-Bonnet theorem
>Differential geometry
>Gaussian curvature of Riemannian manifolds
>Commutative algebra
>Noetherinian rings
>Krull dimension
>Hilbert's Nullstellensatz
>Zariski topology
>Sheaves
>Algebraic geometry
>Grothendieck duality
>Number theory
>Euler's totient function
>Diophantine analysis
>Elliptic curves
>Representation theory
>Cohomology of Lie algebras
>Clifford algebras
>Differential operators
>Laplacian
>Green's operator on Riemannian manifolds
>Calabi-Yau theorem
>Kähler manifold
>Ergodic theory
>Teichmüller spaces
>Etale cohomology
>Complex analytic manifolds
>Multidimensional Cauchy formula
>Lagrange's theorem
>Burnside's lemma
>Kempf-Ness theorem
>Geometry of complex surfaces