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Identification of the theory of orthogonal polynomials in d -indeterminates with the theory of 3 -diagonal symmetric interacting Fock spaces on ℂd

机译：用d上的3对角对称相互作用Fock空间理论确定d中正交多项式的理论

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Accardi L; Barhoumi A; Dhahri A;
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1. Symmetric Fock space and orthogonal symmetric polynomials associated with the Calogero model [J] . Nishino A., Wadati M., Ujino H. Chaos, Solitons and Fractals: Applications in Science and Engineering: An Interdisciplinary Journal of Nonlinear Science . 2000,第5期

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2. Diagonal and off-diagonal hyperfine structure matrix elements in KCs within the relativistic Fock space coupled cluster theory [J] . Oleynichenko Alexander V., Skripnikov Leonid V., Zaitsevskii Andrei, Chemical Physics Letters . 2020,第1期

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5. Racioethnic differences in job satisfaction: A test of orthogonal cultural identification theory and self-categorization theory [D] . Friday, Shawnta Shajuan. 1997

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6. Fock-Space Coupled Cluster Theory: Systematic Study of Partial Fourth Order Triples Schemes for Ionization Potential and Comparison with Bondonic Formalism [O] . Suhita Basumallick, Sourav Pal, Mihai V. Putz 2020

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7. Identification of the theory of multidimensional orthogonal polynomials with the theory of symmetric interacting Fock spaces with finite dimensional one particle space [O] . Accardi, Luigi, Barhoumi, Abdessatar, Dhahri, Ameur 2016

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Identification of the theory of orthogonal polynomials in d -indeterminates with the theory of 3 -diagonal symmetric interacting Fock spaces on ℂd

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