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Formula like Elo rating but for games where the outcome is numeric?

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#probability #applications #page-rank
88
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What is the Divergence of a Spherically Symmetric Vector Fields?

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#multivariable-calculus #solution-verification #vector-analysis #applications #divergence-operator
36
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How is rate of change dx/dt in ladder problem doesn't match the actual rate of change.

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#multivariable-calculus #applications #implicit-differentiation
369
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Numerically computing eigenvalues -- what is it useful for?

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#linear-algebra #numerical-methods #soft-question #numerical-linear-algebra #applications
1.6k
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What do physicists mean when they say something is "not a vector"?

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#linear-algebra #vectors #physics #applications
30
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Rate of change of ordinates and abscissae

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#derivatives #applications #related-rates
5.7k
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Consider a man who travelled exactly 2 km in two hours. Is there a one-hour interval when he traveled exactly 1 km?

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#calculus #applications
26
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Application of threshold functions from random graph theory

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#probability-theory #graph-theory #applications
76
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Using the trapezoidal rule for the Maxwell-Boltzman function

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#calculus #integration #definite-integrals #numerical-methods #applications
79
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A real-world example for a centralizer property

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#group-theory #group-actions #applications #motivation
130
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What are the possible applications in maths and physics of vector fields along smooth maps?

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#reference-request #differential-geometry #mathematical-physics #singularity-theory #applications
33
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Applications of highly oscillatory integrals

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#numerical-methods #applications #approximate-integration #oscillatory-integral
41
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What does it mean to divide an area by a distance?

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#applications
31
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In what situations would using means other than arithmetic/geometric/harmonic make sense?

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#means #applications
44
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Query regarding approach to solve a given differential equation.

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#ordinary-differential-equations #derivatives #partial-differential-equations #education #applications

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