نتائج البحث

CLASSIFICATION OF DISCRETE SERIES BY MINIMAL K-TYPE.

• Authors : PARTHASARATHY, RAJAGOPALAN¹

• Source: Representation Theory. 10/7/2015, Vol. 19, p167-185. 19p.

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CUSP FORMS FOR REDUCTIVE SYMMETRIC SPACES OF SPLIT RANK ONE.

• Authors : VAN DEN BAN, ERIK P.¹ ; KUIT, JOB J.²

• Source: Representation Theory. 11/14/2017, Vol. 21 Issue 17, p467-533. 67p.

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Harish-Chandra and his mathematical work.

• Authors : Varadarajan, V. S.¹

• Source: Current Science (00113891). 8/10/2010, Vol. 99 Issue 3, p72-73. 2p.

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Infinite-dimensional 3-Lie algebras and their connections to Harish-Chandra modules.

• Authors : Bai, Ruipu¹; Li, Zhenheng ; Wang, Weidong¹

• Source: Frontiers of Mathematics in China. Jun2017, Vol. 12 Issue 3, p515-530. 16p.

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A New Proof of Harish-Chandra's Integral Formula.

• Authors : McSwiggen, Colin¹

• Source: Communications in Mathematical Physics. Jan2019, Vol. 365 Issue 1, p239-253. 15p.

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Higher Sugawara Operators for the Quantum Affine Algebras of Type A.

• Authors : Frappat, Luc¹ ; Jing, Naihuan ; Molev, Alexander²

• Source: Communications in Mathematical Physics. Jul2016, Vol. 345 Issue 2, p631-657. 27p.

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A Note on the form of Jacobi Polynomial used in Harish-Chandra’s Paper ‘Motion of an Electron in the Field of a Magnetic Pole’

• Authors : Yadav, Vinod Kumar

Subjects: Wave equation; Jacobi polynomial; Identity

• Source: e-Περιοδικό Επιστήμης & Τεχνολογίας; Τόμ. 7, Αρ. 1 (2012); 55-63 ; e-Journal of Science & Technology; Τόμ. 7, Αρ. 1 (2012); 55-63 ; 17905613

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