Category:Asymptotic analysis

• Asymptotic analysis

A

• Activation energy asymptotics
• Akra–Bazzi method
• Asymptotic expansion
• Asymptotic homogenization
• Asymptotology

B

• Big O notation
• Borel's lemma

C

• Contraction principle (large deviations theory)

D

• Dawson–Gärtner theorem
• Distinguished limit
• Divergent series

E

• Euler–Maclaurin formula
• Exponentially equivalent measures

F

• Freidlin–Wentzell theorem

G

• Galactic algorithm
• Gregory coefficients

H

• Hajek projection
• Hardy field
• Hardy notation
• Homotopy analysis method

I

• Iterated logarithm

L

• L-notation
• Laplace principle (large deviations theory)
• Laplace's method
• Large deviations theory
• Leading-order term
• Limit (mathematics)
• Linear predictive analysis

M

• Master theorem (analysis of algorithms)
• Method of Chester–Friedman–Ursell
• Method of dominant balance
• Method of matched asymptotic expansions
• Method of steepest descent
• Multiple-scale analysis

P

• Perturbation problem beyond all orders
• Perturbation theory
• Plancherel–Rotach asymptotics

Q

• Quadratic growth
• Quasi-polynomial growth

R

• Rate function
• Riemann–Lebesgue lemma

S

• Saddlepoint approximation method
• Schilder's theorem
• Sequence transformation
• Series acceleration
• Slowly varying envelope approximation
• Spillover (experiment)
• Stirling's approximation
• Stokes phenomenon

T

• Tilted large deviation principle
• Transseries

V

• Varadhan's lemma
• Variational perturbation theory

W

• Watson's lemma
• WKB approximation