square-integrable function
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5 matching pages ♦
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5 matching pages
1: 1.4 Calculus of One Variable
2: 28.30 Expansions in Series of Eigenfunctions
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►Then every continuous -periodic function
whose second derivative is square-integrable over the interval can be expanded in a uniformly and absolutely convergent series
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3: 30.4 Functions of the First Kind
4: 33.22 Particle Scattering and Atomic and Molecular Spectra
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§33.22(i) Schrödinger Equation
… ►§33.22(iv) Klein–Gordon and Dirac Equations
… ► … ►Eigenstates using complex-rotated coordinates , so that resonances have square-integrable eigenfunctions. See for example Halley et al. (1993).
5: 1.8 Fourier Series
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►Let be an absolutely integrable function of period , and continuous except at a finite number of points in any bounded interval.
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