HolIgor Explores Yose Problem 3
This position in quite typical. The problem is not only to find the value of the move but to find the best moves. This makes the calculations more difficult.
White 1 make the situation quite complicated because black's connection makes white play sente. So, the problem is reduced to the next subproblem.
Black first. Connection produces the score of <3|2> .
If White plays first and white is a ko monster then the position reduces eventually to
The score is <0|5>
The record of the yose game is
B(7,1)( |1><0| + |0><1|) + W(0,0)(B(3,2) + W*(0,5))
The averaging should start from the deepest.
B(7,1)( ( |1><0| + |0><1| ) + W(0,3)(|2><0| + |0>?<4|) =
1.5 + |4.5><0| ( |1><0| + |0><1| ) + |0><4.5| (|2><0| + |0>?<4|)
Thus, the value of the move in this position is 4.5 .
![[Diagram]](../../diagrams/40/4348647e3c48439c3006c1eee2b773a5.png)
![[Diagram]](../../diagrams/25/798a6ef0b6bae474cc8713063489e841.png)
reduces the position to the usual one point yose of the type 7+|1><0| + |0><1|.
![[Diagram]](../../diagrams/24/216d351c5b3bdc95d89e6fb394947579.png)
![[Diagram]](../../diagrams/33/2abbab73f8fb3dfb55d538b0feaed9d4.png)
![[Diagram]](../../diagrams/36/8257d2c9614a8d17142feeeade94d089.png)
2024 the Authors,
published under the ![Sensei's Library [Welcome to Sensei's Library!]](../../images/stone-hello.png)