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Calculus of Variations: Looking for theorem that ensures that a given variational problem has maxima and minima

1   Mathematics Asked on 08/03/2020

calculus of variations  euler lagrange equation  functional analysis  reference request 

Example where an inverse function does not equal the elements

2   Mathematics Asked on 03/04/2021

discrete mathematics  elementary set theory  functions  inverse function 

$int frac{(e^z)}{z-pi i} dz$, if C is the ellipse |z - 2| + |z+2| = 6

2   Mathematics Asked on 03/04/2021

cauchy integral formula  complex analysis 

Finding the volume of a region using spherical coordinates

0   Mathematics Asked on 03/03/2021

integration  multiple integral  multivariable calculus  spherical coordinates  volume 

Derive Greens function 1D heat equation with space dependent material parameters

0   Mathematics Asked on 03/02/2021

calculus 

Sketch the solid described by the given inequalities.

1   Mathematics Asked on 03/02/2021

euclidean geometry  geometry 

Nonlinear ODE with discontinuous dynamic

0   Mathematics Asked on 03/01/2021

analysis  derivatives  dynamical systems  functional analysis  ordinary differential equations 

Finding matrices whose multiplication does not change the trace

2   Mathematics Asked on 03/01/2021

linear algebra  matrices  trace 

Find the Laurent Series expansion for $displaystyle{f(z) = ze^{1/(z-1)}}$ valid for $left|z-1right|> 0$

1   Mathematics Asked on 03/01/2021

complex analysis  complex integration  complex numbers  laurent series 

Central Limit Theorem and Lightbulbs

1   Mathematics Asked on 03/01/2021

exponential distribution  probability  random variables  statistics 

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