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Asymptotic expansion of $x\exp(1/x)=\exp(\lambda)$ as $\lambda\to\infty$

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#asymptotics #perturbation-theory
367
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Asymptotic expansion for $xe^{1/x}=e^{\lambda}$

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#asymptotics #perturbation-theory
133
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Prove perturbation theory breaks down

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#ordinary-differential-equations #taylor-expansion #perturbation-theory
45
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WKB form substitution for V

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#ordinary-differential-equations #perturbation-theory
58
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WKB form manipulation

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#ordinary-differential-equations #perturbation-theory
92
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Reference for Perturbation theory

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#eigenvalues-eigenvectors #asymptotics #spectral-theory #perturbation-theory #eigenfunctions
61
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Integral asymptotic approximation

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#perturbation-theory
186
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Perturbation Theory for the Definite Generalized Eigenvalue Problem

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#eigenvalues-eigenvectors #numerical-linear-algebra #perturbation-theory
34
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Lorenz - why is the solution with noise in initial condition on the same curve?

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#ordinary-differential-equations #perturbation-theory
91
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Asymp. Integrals

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#integration #asymptotics #perturbation-theory
180
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Perturbation theory in math and quantum mechanics

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#functional-analysis #quantum-mechanics #perturbation-theory
129
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Schrödinger operator whose potential analytically depends on a parameter – how does the spectrum change?

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#functional-analysis #hilbert-spaces #quantum-mechanics #perturbation-theory #self-adjoint-operators
214
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What is the smallest eigenvalue of this infinite, symmetric, tridiagonal matrix?

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#eigenvalues-eigenvectors #symmetric-matrices #perturbation-theory #tridiagonal-matrices #infinite-matrices
418
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Inverse of symmetric positive definite perturbation of symmetric positive definite matrix

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#linear-algebra #matrices #inequality #symmetric-matrices #perturbation-theory
33
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Perturbation method for complex small variable in system of ODEs

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#ordinary-differential-equations #systems-of-equations #perturbation-theory

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