|
• |
A |
M |
J |
H | |
|
A |
0 |
1 |
2 |
2 | |
|
F irst = |
M |
. |
0 |
2 |
2 |
|
J |
. |
. |
0 |
1 | |
|
H |
. |
. |
. |
0 |
(7)
|
respectively, where A, M, . . . are short |
for ’Alf’, ’must’. |
The matrices corre- |
|
sponding to the other four binary branched trees are |
(compare Haegeman | |
|
(1994) p.141&142 [13] diagrams 84b,c,d, |
e): | |
|
•A |
MJH | |
|
A0 |
333 | |
|
S econd = M . |
022 |
(8) |
|
J. |
.01 | |
|
H. |
..0 | |
|
•A |
MJH | |
|
A0 |
333 | |
|
T hird = M . |
012 |
(9) |
|
J. |
.01 | |
|
H. |
..0 | |
|
•A |
MJH | |
|
A0 |
223 | |
|
F ourth = M . |
013 |
(10) |
|
J. |
.03 | |
|
H. |
..0 | |
|
•A |
MJH | |
|
A0 |
123 | |
|
Fifth = M . |
023 |
(11) |
|
J. |
.03 | |
|
H. |
..0 | |
There are two 3-ary trees with matrices (compare Haegeman (1994) p.142 [13]
diagrams 84g and 84h):
|
• |
A |
M |
J |
H | ||
|
A |
0 |
1 |
1 |
2 | ||
|
Sixth = |
M |
. |
0 |
1 |
2 |
(12) |
|
J |
. |
. |
0 |
2 | ||
|
H |
. |
. |
. |
0 | ||
|
• |
A |
M |
J |
H | ||
|
A |
0 |
2 |
2 |
2 | ||
|
S eventh = |
M |
. |
0 |
1 |
1 |
(13) |
|
J |
. |
. |
0 |
1 | ||
|
H |
. |
. |
. |
0 |
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