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If $x = e^t$, than what is the partial with respect to $\dot{x}$ of $\dot{x}^2-x$?

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#partial-derivative #euler-lagrange-equation
390
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Does Euler-lagrange Equation hold with discontinuous integrand?

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#calculus-of-variations #euler-lagrange-equation
86
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Partial derivative of an integral transform

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#calculus-of-variations #euler-lagrange-equation
184
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Short introduction script to calculus of variations

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#calculus-of-variations #book-recommendation #euler-lagrange-equation
264
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Lagrangian & conservation of energy

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#euler-lagrange-equation
444
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Why does the Lagrange equation have to be zero?

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#functional-equations #calculus-of-variations #euler-lagrange-equation
755
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How to take a partial derivative of an integral containing a fourier series?

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#fourier-series #calculus-of-variations #classical-mechanics #euler-lagrange-equation
86
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Passage in a proof from Hofer-Zehnder

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#calculus-of-variations #periodic-functions #symplectic-geometry #euler-lagrange-equation
293
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Noether's Theorem for Hamiltonians and Lagrangians

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#euler-lagrange-equation #hamilton-equations
753
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Finding equations of motion for inverted pendulum using Lagrange

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#physics #classical-mechanics #euler-lagrange-equation
63
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To find pdes from this functional.

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#euler-lagrange-equation #gradient-flows
61
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Have I gone wrong here? (partial differentiation)

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#partial-differential-equations #partial-derivative #classical-mechanics #euler-lagrange-equation
184
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Lagrange Multiplier FEM for Navier-Stokes

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#partial-differential-equations #lagrange-multiplier #boundary-value-problem #fluid-dynamics #euler-lagrange-equation
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Geodesic on the surface of a cone (calculus of variations)

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#calculus-of-variations #geodesic #euler-lagrange-equation
891
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Non-integral constraints in calculus of variations

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#calculus-of-variations #euler-lagrange-equation

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