method for asymptotic evaluation of integrals
C21311
concept
A method for asymptotic evaluation of integrals is a collection of analytical techniques used to approximate the behavior of integrals in limiting regimes (such as large parameters) by extracting their dominant contributions.
Observed surface forms (6)
- asymptotic expansion ×2
- asymptotic analysis technique ×1
- asymptotic expansion method ×1
- concept in asymptotic analysis ×1
- perturbation method ×1
- semiclassical approximation method ×1
Instances (7)
- Laplace method
- Edgeworth expansion via concept surface "asymptotic expansion"
- Sommerfeld expansion in statistical mechanics via concept surface "asymptotic expansion method"
- Stokes lines via concept surface "concept in asymptotic analysis"
- Lagrange’s variation of parameters method via concept surface "perturbation method"
- WKB approximation via concept surface "semiclassical approximation method"
- Edgeworth series via concept surface "asymptotic expansion"