If you could only learn one major branch of mathematics for the rest of your life, what would it be?

inb4 analysis

If you could only learn one major branch of mathematics for the rest of your life, what would it be?

inb4 analysis

7 months ago

Fellow analysis-fag

Too bad analysis is mostly brainlet-tier if we never introduce other branches

7 months ago

Geometry topology and abstract-lie-field-ring-knot algebra have no use whatsoever though

7 months ago

Geometry topology and abstract-lie-field-ring-knot algebra have no use whatsoever though

[insert a brainlet image macro]

7 months ago

could give me a countersrgumebt or an example of a use but instead le brainlet wojak :0——

7 months ago

could give me a countersrgumebt or an example of a use but instead le brainlet wojak :0——

Who are you quoting?

7 months ago

geometry

cmon how the fuck u gonna say anything else? its only one that applies to shit you see irl

7 months ago

History of Mathematics, especially PM and Godel and subsequent developments. Or "foundations" if I get to change my mind a bit.

7 months ago

Differential geometry. At the end I would have to learn topology, and anlisis so got you.

7 months ago

Geometry

covering Differential Geometry and Algebraic Geometry,

so requiring Topology, Abstract Algebra & Analysis

7 months ago

Analysis is the non-pajeet answer. Nobody with self esteem would refuse the branch that combines the only parts of topology, measure theory, linear algebra and abstract algebra that actually matter.

7 months ago

Mechanics. Seems useful to any company related to some discipline of engineering.

7 months ago

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