Differential operators and highest weight representations

Resource Information

The instance Differential operators and highest weight representations represents a material embodiment of a distinct intellectual or artistic creation found in University of Liverpool.

Image

http://covers.openlibrary.org/b/isbn/9780821825099-M.jpg?default=false

Label

Differential operators and highest weight representations

Instantiates

• Differential operators and highest weight representations

Publication

• Providence R.I., American Mathematical Society, 1991
• 1991

Bibliography note

Includes bibliographical references (pages 99-102), and index

Carrier category

volume

Carrier category code

• nc

Carrier MARC source

rdacarrier

Content category

text

Content type code

• txt

Content type MARC source

rdacontent

Contents

• Young products and a refinement of the factorization theorem
• The fundamental system of differential operators
• Explicit forms of the systems of differential operators for the classical groups
• The ladder representation examples
• [italic]K[subscript double-struck capital]{u2102}-orbits in [Fraktur lowercase]p[subscript]+ and the Wallach representations
• Appendix
• Introduction and summary of results
• Vector bundles and algebraic conventions
• Conjugate pairings and reproducing kernels
• [Fraktur lowercase]k-irreducibility of the system of differential operators
• [Fraktur lowercase]p[subscript]+-cohomology for the exceptional groups
• Notational conventions and a lemma
• The cone decomposition
• The oscillator representation, harmonic polynomials and associated affine varieties

Dimensions

26 cm.

Extent

iv, 102 pages

Isbn

9780821825099

Media category

unmediated

Media MARC source

rdamedia

Media type code

• n

Other physical details

illustrations, tables

Record ID

b1630151