List questions from applications

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Motivations for and applications of Matroid Theory?

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Redistricting -- distributing a certain percentage of democrats or republicans into same-size bins

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Knowledge of $\frac{x}{e^{x}-1}$

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How can I understand Wasserstein Metric?

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Applications of equivalence classes

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Applications of the Mecke formula

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Areas in applied math related to differential geometry

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Applications of Kakutani's dichotomy

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How does a Maclaurin spheroid become a Jacobi ellipsoid? What happens?

Published on 19 Jan 2020 - 0:53

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Map from a square to a triangle

Published on 22 Jan 2020 - 19:43

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On the action of $ (H^1(\Omega))^\prime$ on $H^1(\Omega) $, if the element of $ (H^1(\Omega))^\prime$ is in $L^2 (\Omega)$.

Published on 28 Jan 2020 - 12:26

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examples of cases showing that knowing the area under a curve really matters ( at the elementary level)

Published on 01 Feb 2020 - 15:24

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How can I figure out the angle I need to turn to back in my RV?

Published on 04 Feb 2020 - 18:05

List Question

Monotonic, smooth (cts. 2nd derivative), area-preserving interpolator

Motivations for and applications of Matroid Theory?

Applications of analysis to mechanical engineering

Redistricting -- distributing a certain percentage of democrats or republicans into same-size bins

Knowledge of $\frac{x}{e^{x}-1}$

How can I understand Wasserstein Metric?

Applications of equivalence classes

Applications of the Mecke formula

Areas in applied math related to differential geometry

Applications of Kakutani's dichotomy

How does a Maclaurin spheroid become a Jacobi ellipsoid? What happens?

Map from a square to a triangle

On the action of $ (H^1(\Omega))^\prime$ on $H^1(\Omega) $, if the element of $ (H^1(\Omega))^\prime$ is in $L^2 (\Omega)$.

examples of cases showing that knowing the area under a curve really matters ( at the elementary level)

How can I figure out the angle I need to turn to back in my RV?

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