What are you studying today, /mg/?
lmfdb.org
>The top half of the diagram is based on the Langlands program, which predicts that any motivic object corresponds to an automorphic object via their L-functions.
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/mg/ math general: LMFDB edition
Samuel Jenkins
Logan Watson
I don't really understand how to correctly translate a natural language sentence into propositional logic
>The definition for a bijective function is that the function is both injective as surjective
should it be
[math]I \wedge S \implies B[/math]
Or
[math]I \wedge S \equiv B[/math]
Charles Edwards
the second
Easton Nelson
but why?
Luke Gomez
If it is injective and surjective, it is a bijective function.
Luke Lopez
How do integrals work? Why can we take the antiderivative of a function f and then have that F(b) minus F(a) is the area of f between those points? I know it’s true but why? Is there an explanation for dumb me who has only done calculus? I know you’re adding infinitesimal rectangles but how does this relate to the antiderivative?
James Gomez
How do I solve for d, where p is a large prime?
[-1 = 5^d] mod p
Thanks from terrible-at-crypto user
Ayden Collins
how do I prove that (3/2)^n > n by mathematical induction, help
Chase Price
That is just what the fundamental theorem of calculus says. If you want to know why then read the proof.
Eli Adams
prove the base case then prove the induction step