Pages: 2
Rating : ⭐⭐⭐⭐⭐
Price: $10.99
Page 1 Preview
where the index index into the value array

Where the index index into the value array

; This is code to implement the Tic-Tac-Toe example in Chapter 1 of the ; book "Learning by Interacting". Read that chapter before trying to ; understand this code.

; States are lists of two lists and an index, e.g., ((1 2 3) (4 5 6) index), ; where the first list is the location of the X's and the second list is ; the location of the O's. The index is into a large array holding the value ; of the states. There is a one-to-one mapping from index to the lists.

(defun show-state (state)
(let ((X-moves (first state))
(O-moves (second state)))
(format t "~%")
(loop for location in magic-square
for i from 0
(format t (cond ((member location X-moves)
" X")
((member location O-moves)
" O")
(t " -")))
(when (= i 5) (format t " ~,3F" (value state))) (when (= 2 (mod i 3)) (format t "~%"))))

; The value function will be implemented as a big, mostly empty array. Remember ; that a state is of the form (X-locations O-locations index), where the index ; is an index into the value array. The index is computed from the locations. ; Basically, each side gets a bit for each position. The bit is 1 is that side ; has played there. The index is the integer with those bits on. X gets the ; first (low-order) nine bits, O the second nine. Here is the function that ; computes the indices:

(defun init ()
(setq value-table (make-array (* 512 512) :initial-element nil)) (setq initial-state '(nil nil 0))
(set-value initial-state 0.5)

(defun value (state)
(aref value-table (third state)))

(defun possible-moves (state)
"Returns a list of unplayed locations"
(loop for i from 1 to 9
unless (or (member i (first state)) (member i (second state))) collect i))

(defun random-move (state)
"Returns one of the unplayed locations, selected at random" (let ((possible-moves (possible-moves state)))
(if (null possible-moves)
(nth (random (length possible-moves))

You are viewing 1/3rd of the document.Purchase the document to get full access instantly

Immediately available after payment
Both online and downloadable
No strings attached
How It Works
Login account
Login Your Account
Place in cart
Add to Cart
send in the money
Make payment
Document download
Download File

Uploaded by : Bryan Horne

PageId: ELIED17F09