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Multidimensional lame wave functions
Mathematical Notes of the Academy of Sciences of the USSR, 1989The n-dimensional Helmholtz equation may be separated in ellipsoidal co- ordinates. In this way we find for \(n=2\) the Mathieu function, for \(n=3\) the Lamé function, for \(n=4\) the so called multi-dimensional Lamé function, being considered here.
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Analytic Atomic Wave Functions
Physical Review, 1932A method is suggested for setting up analytic atomic wave functions which form good approximations to Hartree's functions. These functions are of the form $\ensuremath{\Sigma}c{r}^{n}{e}^{\ensuremath{-}ar}$, where the exponent $a$ as well as $c$ and $n$ vary from one term to another.
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Challenges and opportunities of gravitational-wave searches at MHz to GHz frequencies
Living Reviews in Relativity, 2021Odylio D Aguiar +2 more
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Liquid-Phase Peptide Synthesis (LPPS): A Third Wave for the Preparation of Peptides
Chemical Reviews, 2022Ashish Kumar +2 more
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Searches for continuous-wave gravitational radiation
Living Reviews in Relativity, 2023Keith Riles
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