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How does the following expression scale with respect to $\epsilon$?

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#linear-algebra #matrices #numerical-methods #numerical-linear-algebra #perturbation-theory
496
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Second-Order Approximation to a Differential Equation

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#ordinary-differential-equations #perturbation-theory
54
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Perturbation Expansion

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#perturbation-theory
60
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Definition of perturbation of operator $B$ is $A$-bounded

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#functional-analysis #operator-theory #operator-algebras #perturbation-theory
47
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Perturbation evolution of a differential equation

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#ordinary-differential-equations #analysis #inequality #perturbation-theory #stability-in-odes
39
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Splitting high- and low-freq oscilation and averaging the former

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#dynamical-systems #perturbation-theory
232
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Do eigenvalues of a Hermitian matrix depend smoonthly on its entries?

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#real-analysis #linear-algebra #perturbation-theory #symmetric-matrices
299
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Eigenvector for non-linear predator-prey equation

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#linear-algebra #ordinary-differential-equations #eigenvalues-eigenvectors #perturbation-theory
59
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Perturbing initial position

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#ordinary-differential-equations #dynamical-systems #perturbation-theory
227
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Perturbing initial condition and perturbing ode

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#ordinary-differential-equations #dynamical-systems #perturbation-theory
93
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Eigenvalue of rank 1 perturbation $\lim_{n \to \infty}(A-n u v^*)$

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#linear-algebra #eigenvalues-eigenvectors #perturbation-theory
458
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Variational Equation in Perturbation Theory Chapter of Arnold *Geometric Methods in ODE*

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#ordinary-differential-equations #perturbation-theory #variational-analysis
156
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perturbation theory expansion

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#perturbation-theory
496
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Prove that for Ax = b, the following double perturbed system inequality is satisfied.

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#linear-algebra #inequality #numerical-linear-algebra #perturbation-theory
46
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Want to show that asymptotic expansion of $T[\phi](x)=\int_0^{2\pi}\sin(\alpha |x-y|)\phi(y)dx$ converges in the operator norm?

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#sequences-and-series #functional-analysis #operator-theory #taylor-expansion #perturbation-theory

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