Abstract
The method of stationary phase is the term typically applied to study of the integrals of the form \( \int_{\mathbb{R}^{d}}{e^{iRG(x)}{\psi(x)dx}}\) by studying properties of derivatives of the real or complex-valued phase function G(x) on the support of the cut-off \( \psi (x)\)
Keywords
Principal Curvature Remainder Term Oscillatory Integral Fourier Integral Compact Closure
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Copyright information
© Springer Basel 2014