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15
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On the theorem of the cube and the semicontinuity theorem: intuition for proof of proposition?

Published on
#algebraic-geometry #intuition #vector-bundles #schemes #abelian-varieties
236
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Intuition about Stirling numbers

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#combinatorics #intuition #stirling-numbers
1.6k
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Constant slope in straight line

Published on
#calculus #geometry #definition #euclidean-geometry #intuition
104
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What's function $f(x)=x$ like?

Published on
#functions #elementary-set-theory #intuition
712
Views

Cantor Function Continuity

Published on
#calculus #functions #intuition
189
Views

What is the (categorical) significance of being able to describe the same idea in different ways?

Published on
#soft-question #category-theory #intuition
229
Views

Intuition for continuity in $\Bbb R^n$

Published on
#multivariable-calculus #continuity #intuition #epsilon-delta
89
Views

Answering questions for higher dimensions

Published on
#soft-question #intuition #big-list
993
Views

Interpretation of Besov Space parameters

Published on
#functional-analysis #intuition #wavelets #besov-space
44
Views

Need help understanding and explaining a problem in probability

Published on
#probability #statistics #intuition
680
Views

Intuition for shape operator in local coordinates in terms of first and second fundamental forms

Published on
#differential-geometry #intuition #smooth-manifolds #surfaces
402
Views

Intuition and the fundamental theorem of calculus

Published on
#calculus #integration #intuition
136
Views

How multiplying probabilities works?

Published on
#probability #intuition
223
Views

Looking for some intuition behind why the area enclosed by a simple closed curve $C$ can be obtained by computing $\frac{1}{2i}\int_C {\bar{z}} \ dz$.

Published on
#complex-analysis #intuition #area #complex-integration #greens-theorem
3.1k
Views

Why ellipse is a "conic" section?

Published on
#geometry #euclidean-geometry #analytic-geometry #intuition #3d

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