3.10ABAC030109

# 3.10ABAC030109 - 1 3.10 ABAC Recall the reduced AB table...

This preview shows pages 1–2. Sign up to view the full content.

1 3.10. ABAC. Recall the reduced AB table from section 3.5. REDUCED AB 1. A . fA B . gA. INF. AL. ALF. FIN. NON. 2. A . fA B . gB. INF. AL. ALF. FIN. NON. 3. A . fA B . gC. INF. AL. ALF. FIN. NON. 4. C . fA B . gA. INF. AL. ALF. FIN. NON. 5. C . fA B . gB. INF. AL. ALF. FIN. NON. 6. C . fA B . gC. INF. AL. ALF. FIN. NON. The reduced AC table is obtained from the reduced AB table by interchanging B and C. We use 1'-6' to avoid confusion. REDUCED AC 1’. A . fA C . gA. INF. AL. ALF. FIN. NON. 2’. A . fA C . gC. INF. AL. ALF. FIN. NON. 3’. A . fA C . gB. INF. AL. ALF. FIN. NON. 4’. B . fA C . gA. INF. AL. ALF. FIN. NON. 5’. B . fA C . gC. INF. AL. ALF. FIN. NON. 6’. B . fA C . gB. INF. AL. ALF. FIN. NON. We will use the reduced AB table and the reduced AC table. Note that each i,j’ is equivalent to j,i’, because each i,j’ is sent to i’,j by interchanging B and C. Hence we need only consider i,j’ where i j’. We need to determine the status of INF, AL, ALF, FIN, NON for each pair. 1,1’. A . fA B . gA, A . fA C . gA. INF. AL. ALF. FIN. NON. 1,2’. A . fA B . gA, A . fA C . gC. INF. AL. ALF. FIN, NON. 1,3’. A . fA B . gA, A . fA C . gB. INF. AL. ALF. FIN. NON.

This preview has intentionally blurred sections. Sign up to view the full version.

View Full Document
This is the end of the preview. Sign up to access the rest of the document.

## This note was uploaded on 08/05/2011 for the course MATH 366 taught by Professor Joshua during the Fall '08 term at Ohio State.

### Page1 / 4

3.10ABAC030109 - 1 3.10 ABAC Recall the reduced AB table...

This preview shows document pages 1 - 2. Sign up to view the full document.

View Full Document
Ask a homework question - tutors are online