Event Description: Gregory Beylkin, Department of Applied Mathematics, University of Colorado Boulder ACCURATE EVALUATION OF OSCILLATORY INTEGRALS Ubiquitous in a variety of applications, oscillatory integrals are typically evaluated via asymptotic I (ω) = ∫ 1−1 ƒ (χ) eiωg(χ)dχ, ω > 0, where we assume that the real-valued functions ƒ and g, usually referred to as the amplitude and the Recently we developed a new method for functional representation of oscillatory integrals within |
Location Information: Main Campus - Engineering Office Tower (View Map) 1111 Engineering DR Boulder, CO Room: 226: Applied Math Conference Room |
Contact Information: Name: Ian Cunningham Phone: 303-492-4668 Email: amassist@colorado.edu |