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Rook's Textbook of Dermatology (Volume 3, Chapters 42-60)

Rook's Textbook of Dermatology (Volume 3, Chapters 42-60)

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60 Super Simple Science Experiments

60 Super Simple Science Experiments

Fast and kid-friendly science experiments are featured, including suspensions, static electricity, air pressure, and magnetic fields. Step-by-step instructions and illustrations guide children through projects that require no adult supervision.

1.80 [ Detail ]

Hooked on the Caldecott Award Winners: 60 Crossword Puzzles Based on the Caldecott Gold Medal Books

Hooked on the Caldecott Award Winners: 60 Crossword Puzzles Based on the Caldecott Gold Medal Books

To encourage children to read Caldecott Award-winning books, here are 60 unique, illustrated crossword puzzles based on the Caldecott winning books from 1938-1997. Illustrated by Pamela J.

6.95 [ Detail ]

Lie Groups and Lie Algebras: Chapters 7-9 (Elements of Mathematics)

Lie Groups and Lie Algebras: Chapters 7-9 (Elements of Mathematics)

  This is the English translation of Bourbaki's text Groupes et Algebres de Lie, Chapters 7 to 9. It completes the previously published translations of Chapters 1 to 3 (3-540-50218-1) and 4 to 6 (3-540-42650-7) by covering the structure and representation theory of semi-simple Lie algebras and compact Lie groups. Chapter 7 deals with Cartan subalgebras of Lie algebras, regular elements and conjugacy theorems. Chapter 8 begins with the structure of split semi-simple Lie algebras and their root systems. It goes on to describe the finite-dimensional modules for such algebras, including the character formula of Hermann Weyl. It concludes with the theory of Chevalley orders. Chapter 9 is devoted to the theory of compact Lie groups, beginning with a discussion of their maximal tori, root systems and Weyl groups. It goes on to describe the representation theory of compact Lie groups, including the application of integration to establish Weyl's formula in this context. The chapter concludes with a discussion of the actions of compact Lie groups on manifolds. The nine chapters together form the most comprehensive text available on the theory of Lie groups and Lie algebras.

90.03 [ Detail ]

Study and Master Accounting Grade 10

Study and Master Accounting Grade 10

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