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Singular anharmonicities and the analytic continued fractions. II. The potentials <i>V</i>(<i>r</i>)=<i>a</i> <i>r</i>2+<i>b</i> <i>r</i>−4+<i>c</i> <i>r</i>−6 - MaRDI portal

Singular anharmonicities and the analytic continued fractions. II. The potentials <i>V</i>(<i>r</i>)=<i>a</i> <i>r</i>2+<i>b</i> <i>r</i>−4+<i>c</i> <i>r</i>−6 (Q3496658)

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Singular anharmonicities and the analytic continued fractions. II. The potentials <i>V</i>(<i>r</i>)=<i>a</i> <i>r</i>2+<i>b</i> <i>r</i>−4+<i>c</i> <i>r</i>−6
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    Singular anharmonicities and the analytic continued fractions. II. The potentials <i>V</i>(<i>r</i>)=<i>a</i> <i>r</i>2+<i>b</i> <i>r</i>−4+<i>c</i> <i>r</i>−6 (English)
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    1990
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    singular anharmonicities
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    Laurent series solutions
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    Schrödinger equation
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    Mathieu functions
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