Page 356 - Determinants and Their Applications in Mathematical Physics

A.13 Muir and Metzler, A Treatise on the Theory of Determinants 341
A.13 Muir and Metzler, A Treatise on the Theory
of Determinants

A Table of Contents
1. Permutations and combinations
2. Definitions and notations
3. General properties
4. Minors and expansions
5. Multiplication
6. Compound determinants
7. Rectangular arrays
8. Elimination
9. Bipartites
10. Aggregates
11. Alternants
12. Symmetric determinants:
i. centrosymmetric and skew-centrosymmetric
ii. axisymmetric, zero-axial skew, skew, persymmetric, circulants,
and block circulants
iii. Aggregates
13. Continuants
14. Orthogonants
15. Determinantal equations
16. Jacobians
17. Hessians
18. Wronskians
19. Bordered determinants
20. Determinants whose elements are combinatory numbers
21. Recurrents
22. Invariant factors
23. Multilineants
24. Determinants of higher class
25. Less common forms