MyWikiBiz, Author Your Legacy — Tuesday November 04, 2025
Jump to navigationJump to search
	
	
	
		676 bytes added
	
		,  15:12, 17 June 2009
	
 
| Line 404: | 
Line 404: | 
|   |  |   |  | 
|   | ===JPEG Graphics===  |   | ===JPEG Graphics===  | 
|   | + |  | 
|   | + | ====Series 1====  | 
|   |  |   |  | 
|   | {| align="center" cellspacing="10" style="text-align:center"  |   | {| align="center" cellspacing="10" style="text-align:center"  | 
| Line 446: | 
Line 448: | 
|   | \end{array}</math>  |   | \end{array}</math>  | 
|   | |}  |   | |}  | 
|   | + |  | 
|   | + | ====Series 2====  | 
|   |  |   |  | 
|   | {| align="center" cellspacing="10" style="text-align:center"  |   | {| align="center" cellspacing="10" style="text-align:center"  | 
| Line 474: | 
Line 478: | 
|   | | [[Image:Field Picture PQ Enlargement Conjunction.jpg|500px]]  |   | | [[Image:Field Picture PQ Enlargement Conjunction.jpg|500px]]  | 
|   | |-  |   | |-  | 
| − | | <math>\text{Figure 25-1.  Enlargement}~ \operatorname{E}(pq) : \operatorname{E}X \to \mathbb{B}</math>  | + | | <math>\text{Figure 25-1.  Enlargement Map}~ \operatorname{E}(pq) : \operatorname{E}X \to \mathbb{B}</math>  | 
|   | |-  |   | |-  | 
|   | |  |   | |  | 
| Line 486: | 
Line 490: | 
|   | \\[4pt]  |   | \\[4pt]  | 
|   | & + & (p) & \cdot & (q) & \cdot & ~\operatorname{d}p~~\operatorname{d}q~  |   | & + & (p) & \cdot & (q) & \cdot & ~\operatorname{d}p~~\operatorname{d}q~  | 
|   | + | \end{array}</math>  | 
|   | + | |}  | 
|   | + |  | 
|   | + | {| align="center" cellspacing="10" style="text-align:center"  | 
|   | + | | [[Image:Field Picture PQ Difference Conjunction.jpg|500px]]  | 
|   | + | |-  | 
|   | + | | <math>\text{Figure 25-2.  Difference Map}~ \operatorname{D}(pq) : \operatorname{E}X \to \mathbb{B}</math>  | 
|   | + | |-  | 
|   | + | |  | 
|   | + | <math>\begin{array}{rcccccc}  | 
|   | + | \operatorname{D}(pq)  | 
|   | + | & = &  p  & \cdot &  q  & \cdot & ((\operatorname{d}p)(\operatorname{d}q))  | 
|   | + | \\[4pt]  | 
|   | + | & + &  p  & \cdot & (q) & \cdot & ~(\operatorname{d}p)~\operatorname{d}q~~  | 
|   | + | \\[4pt]  | 
|   | + | & + & (p) & \cdot &  q  & \cdot & ~~\operatorname{d}p~(\operatorname{d}q)~  | 
|   | + | \\[4pt]  | 
|   | + | & + & (p) & \cdot & (q) & \cdot & ~~\operatorname{d}p~~\operatorname{d}q~~  | 
|   | \end{array}</math>  |   | \end{array}</math>  | 
|   | |}  |   | |}  |