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Group representations Aristing from Lorentz conformal geometry Thomas P. Branson Part. I Introduction. Scalar representations

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Series: Preprint series. 7 Publication details: Kobenhavns Universited Kobenhavns 1986Description: pag. dif fig 20 cm

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Item type	Current library	Call number	Status	Date due	Barcode
Carti	IMAR	II 28269 (Browse shelf(Opens below))	Available		0008192

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Previous	II 28268 Extreme n-tuples of elements in C*- algebras	II 28269 Group representations Aristing from Lorentz conformal geometry Part. II Differential form representations	II 28269 Group representations Aristing from Lorentz conformal geometry Part. III: Exceptional cases. Remarks. Reference	II 28269 Group representations Aristing from Lorentz conformal geometry Part. I Introduction. Scalar representations	II 28270 Derived length of finite p-groups possessing an automorphism of p-power and having exactly p fixpoints Part. I	II 28270 Derived length of finite p-groups possessing an automorphism of p-power order and having exactly p fixpoints Part. II	II 28271 On the range of unitarity for highest weight representations of classical Lie superalgebras	Next

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