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#Wang transdata tv#
![wang transdata wang transdata](http://16089707.s21i.faiusr.com/2/ABUIABACGAAgw_vX7AUo2OSNwwMwhgM4nAQ!200x200.jpg)
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![wang transdata wang transdata](https://faculty.eng.fau.edu/wangd/files/2014/11/profile2.jpg)
It's used because it eases the computation of the eigenvalues of the Hamiltonians, used to compute transitions of the rotational spectrum. Wang in Physical Review 34, p.243, 1929 (where I think it's defined) It doesn't show up in any of the math texts I have (up to Rudin's Functional Analysis) or any of the classical mech or quantum texts I have (which are more the undergrad level).īest I can make out is that it transforms the wave functions from a symmetric rotor basis to something that is characterized by representations of the Klien Four group.
![wang transdata wang transdata](http://www.obsoletecomputermuseum.org/wang/wang1.jpg)
Wang, as referenced by King, Hainer and Cross in Journal of Chemical Physics 11, pg 27 and S. You can assume I have the analysis background to understand what a basis of a function space is. I'm essentially a math student working on algorithms for a chemistry problem involving rotational spectra, and I keep coming across references to Wang transformations but have been unable to track down what the Wang basis is.