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Improper integrals question: why does this work?

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#intuition #limits #improper-integrals
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Intuition Building: Visualizing Complex Roots

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#complex-analysis #intuition
12.1k
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Can someone explain the Yoneda Lemma to an applied mathematician?

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#abstract-algebra #category-theory #intuition
4k
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Intuition behind euler's formula

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#complex-analysis #intuition
921
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Categorical description of algebraic structures

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#abstract-algebra #group-theory #category-theory #representation-theory #intuition
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In (relatively) simple words: What is an inverse limit?

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#category-theory #intuition #universal-algebra #limits-colimits
704
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Are there any generic thinking approaches for providing mathematical proofs to a given theorem

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#proof-writing #intuition #advice
220
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Demonstrating the value of abstracting away from elements/subsets to maps

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#reference-request #intuition #manifolds #motivation
21.9k
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Intuitive understanding of why the sum of nth roots of unity is $0$

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#number-theory #intuition #roots-of-unity
1.2k
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The Mayer-Vietoris sequence

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#algebraic-topology #intuition
5.1k
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The simplest $\Delta$-complex structure on $S^2$

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#algebraic-topology #intuition
224
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A question on logic - where intuition can fail

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#logic #intuition
3k
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How to think of the group ring as a Hopf algebra?

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#finite-groups #representation-theory #intuition #hopf-algebras #group-rings
2.3k
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Signs in the tensor product and internal hom of chain complexes

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#intuition #homological-algebra #tensor-products
1.2k
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Intuition behind Sobolev norm

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#functional-analysis #functions #intuition #sobolev-spaces

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