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Large-order expansion of the imaginary part of the Stark effect in hydrogen and one of the anharmonic oscillator with negative anharmonicity

Journal of physics. B, Atomic and molecular physics, 1983-10, Vol.16 (20), p.3741-3745

1983

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Perturbation theory for the triple-well anharmonic oscillator. II

Journal of physics. A, Mathematical and general, 1984-02, Vol.17 (2), p.329-331, Article 329

1984

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Perturbation theory for the triple-well anharmonic oscillator

Journal of physics. A, Mathematical and general, 1982-11, Vol.15 (11), p.3481-3490

1982

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Rotational structure of the inversion spectrum of ammonia

Journal of physics. B, Atomic and molecular physics, 1972-10, Vol.5 (10), p.1861-1867

1972

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On One-Dimensional Model for Exchange Forces

The Journal of chemical physics, 1971-01, Vol.55 (2), p.612-616

1971

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Model potential for inversion in ammonia

Chemical physics letters, 1972-05, Vol.14 (1), p.82-84

1972

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Perturbation theory for the triple-well anharmonic oscillator

Physical review. A, Atomic, molecular, and optical physics, 1990-02, Vol.41 (3), p.1218-1224

1990

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1/R expansion for H2+, calculation of exponentially small terms and asymptotics

Physical review. A, General physics, 1986, Vol.33 (1), p.12-54

1986

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On asymptotic expansions of electronic terms of the molecular ion H2

Journal of physics. B, Atomic and molecular physics, 1968-07, Vol.1 (4), p.681-691, Article 319

1968

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1 R Expansion for H 2 + : Analyticity, Summability, Asymptotics, and Calculation of Exponentially Small Terms

Physical review letters, 1984-03, Vol.52 (13), p.1112-1115

1984

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Large-order expansion of the imaginary part of the Stark effect in hydrogen and one of the anharmonic oscillator with negative anharmonicity

Perturbation theory for the triple-well anharmonic oscillator. II

Perturbation theory for the triple-well anharmonic oscillator

Rotational structure of the inversion spectrum of ammonia

On One-Dimensional Model for Exchange Forces

Model potential for inversion in ammonia

Perturbation theory for the triple-well anharmonic oscillator

1/R expansion for H2+, calculation of exponentially small terms and asymptotics

On asymptotic expansions of electronic terms of the molecular ion H2

1 R Expansion for H 2 + : Analyticity, Summability, Asymptotics, and Calculation of Exponentially Small Terms

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