Электронный каталог -Jacob, P. - A Nonlocal Operator Basis from the Path Representation of the *M(k +1), k + 2) and the *M(k + 1, ...- Absopac

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Автор: Jacob, P.
Journal of Physics A: A Nonlocal Operator Basis from the Path Representation of the *M(k +1), k + 2) and the *M(k + 1, ...
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Jacob, P.
A Nonlocal Operator Basis from the Path Representation of the *M(k +1), k + 2) and the *M(k + 1, 2k + 3) Minimal Models / P.Jacob, P.Mathieu // Journal of Physics A : Mathematical and General. – 2008. – Vol.41, No.38. – p.385201. – URL: http://dx.doi.org/10.1088/1751-8113/41/38/385201. – Bibliogr.:31.

Спец.(статьи,препринты) = С 323.6 - Операторы Шредингера, Паули, Дирака. Спектр. Локализация

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Электронный каталог: Jacob, P. - A Nonlocal Operator Basis from the Path Representation of the M(k +1), k + 2) and the M(k + 1, ...

Jacob, P. - A Nonlocal Operator Basis from the Path Representation of the M(k +1), k + 2) and the M(k + 1, ...

Электронный каталог

Поиск :

Личный кабинет :

Электронный каталог: Jacob, P. - A Nonlocal Operator Basis from the Path Representation of the *M(k +1), k + 2) and the *M(k + 1, ...

Jacob, P. - A Nonlocal Operator Basis from the Path Representation of the *M(k +1), k + 2) and the *M(k + 1, ...

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Электронный каталог: Jacob, P. - A Nonlocal Operator Basis from the Path Representation of the M(k +1), k + 2) and the M(k + 1, ...

Jacob, P. - A Nonlocal Operator Basis from the Path Representation of the M(k +1), k + 2) and the M(k + 1, ...