Geometric Linear Algebra, Volume 1

| Notation | Definition | Pages |
|---|---|---|
| {} | set | 681 |
| ? | is an element of | 681 |
| ? | is not an element of | 681 |
| ? | subset | 681 |
| ? | proper subset | 681 |
| ? | union | 681 |
| ? | intersection | 681 |
|
| empty set | 681 |
| A\ B or A - B | difference set of set A by set B | 681 |
| A B | Cartesian product of A and B | 681 |
| 1 A | the identity map or function on the set A | 683 |
| ? ij | Kronecker delta: = 1 if i = j; = 0 if i ? j | |
| ? | implies | |
| ? | if and only if | |
| ? | the end of a proof or a solution | |
| Sec.2.7.1(etc.) | the section numbered 7.1 in Chapter 2 | |
| Sec.A.1(etc) | the section numbered 1 in Appendix A | |
| Sec.B.2(etc.) | the section numbered 2 in Appendix B | |
| Fig. 1.5(etc.) | the figure numbered 5 in Chapter 1 | |
| [1] (etc.) | Reference [1] | |
| problem 1 in Exercises of Sec.2.3 | ||
| Ex. or or | Exercises or or | |
| A = [ a ij] m n, [ a ij] or A m n | matrix of order m n : m rows, n columns, where 1 ? i ? m and 1 ? j ? n | 700 |
| A = [ a ij] n n or A n n | square... |