目录
 前辅文
 Introduction
  Synopsis
  Notation Guide xxi
 Chapter 1. The Superalgebra Super [J4]
  0. Introduction
  1. Definitions
  2. Construction of the Superalgebra Super[A]
  3. Tensor Products
  4. The Coproduct A
  5. The Coassociative Law
 Chapter 2. Laplace Pairings
  0. Introduction
  1. The Fourfold Algebra
  2. The Laplace Pairing
  3. Examples
  4. The Tableau of Two Words
 Chapter 3 . The Standard Basis Theorem
  0. Introduction
  1. Definitions, Statement of Theorem
  2. Spanning
  3. A Bilinear Z-valued Form
  4. Gale-Ryser Interpolating Matrices
  5. Proof of Theorem 8, (iv)
 Chapter 4. Invariant Theory
  0. Introduction
  1. Definitions
  2. The Action of GLn(K) on Super[L | P)
  3. The Umbral Linear Functional
  4. The First Fundamental Theorem
  5. Covariants
  6. The Classieal Groups
 Chapter 5. Examples
  1. Skew-Symmetric Tensors
  2. The Meet
  3. Covariants
  4. Examples of Invariants
  5. Examples of Covariants
 References
 Index
 前辅文
 Introduction
  Synopsis
  Notation Guide xxi
 Chapter 1. The Superalgebra Super [J4]
  0. Introduction
  1. Definitions
  2. Construction of the Superalgebra Super[A]
  3. Tensor Products
  4. The Coproduct A
  5. The Coassociative Law
 Chapter 2. Laplace Pairings
  0. Introduction
  1. The Fourfold Algebra
  2. The Laplace Pairing
  3. Examples
  4. The Tableau of Two Words
 Chapter 3 . The Standard Basis Theorem
  0. Introduction
  1. Definitions, Statement of Theorem
  2. Spanning
  3. A Bilinear Z-valued Form
  4. Gale-Ryser Interpolating Matrices
  5. Proof of Theorem 8, (iv)
 Chapter 4. Invariant Theory
  0. Introduction
  1. Definitions
  2. The Action of GLn(K) on Super[L | P)
  3. The Umbral Linear Functional
  4. The First Fundamental Theorem
  5. Covariants
  6. The Classieal Groups
 Chapter 5. Examples
  1. Skew-Symmetric Tensors
  2. The Meet
  3. Covariants
  4. Examples of Invariants
  5. Examples of Covariants
 References
 Index