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Minimizer on Sobolev space $H^1 (\Omega)$.

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#real-analysis #functional-analysis #optimization #sobolev-spaces #calculus-of-variations
21
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Proving a calculus of variatons inequality:

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#calculus #integration #calculus-of-variations
39
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Subtle compensations

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#real-analysis #algebra-precalculus #functions #calculus-of-variations
90
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The combinatorics of the divergence term in the calculus of variations

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#combinatorics #analysis #calculus-of-variations
76
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Quantifiers and contrapositives in proof of fundamental lemma of variational calc

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#functional-analysis #calculus-of-variations
46
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Determine the existence of a minimizer

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#real-analysis #functional-analysis #convex-optimization #calculus-of-variations
153
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Does the following inequality hold true?

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#real-analysis #functional-analysis #inequality #calculus-of-variations
364
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Is there an intuition behind the Euler Lagrange equation?

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#calculus #ordinary-differential-equations #calculus-of-variations #euler-lagrange-equation
52
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An example of a continuous real function on $\mathbb{R}^n$ satisfying a certain condition and that does not satisfy other conditions in a paper

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#calculus-of-variations #variational-analysis
51
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Hint/angle of attack for this calculus of variations problem?

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#calculus #continuity #calculus-of-variations
34
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How can this formula be reached from the Euler Lagrange equation?

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#calculus #calculus-of-variations #euler-lagrange-equation
72
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How to use Calculus of Variation with Lagrange Multipliers when the marginal conditions only depend on the multipliers?

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#functional-analysis #optimization #calculus-of-variations #euler-lagrange-equation
95
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Why does this term in the Euler-Lagrange equation vanish?

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#calculus #calculus-of-variations #euler-lagrange-equation
85
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Finding a constant such that the following integral inequality holds

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#calculus #integration #ordinary-differential-equations #optimization #calculus-of-variations
57
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Morse index and conjugate points

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#differential-geometry #calculus-of-variations #morse-theory

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