(and n (list (prefix-numeric-value n)))))))
;;; Write out powers (a*b*...)^n as a*b*...*a*b*...
-(defun calcFunc-writeoutpower (expr)
- (math-normalize (math-map-tree 'math-write-out-power expr)))
+(defun calcFunc-powerexpand (expr)
+ (math-normalize (math-map-tree 'math-powerexpand expr)))
-(defun math-write-out-power (expr)
+(defun math-powerexpand (expr)
(if (eq (car-safe expr) '^)
- (let ((a (nth 1 expr))
- (n (nth 2 expr))
- (prod (nth 1 expr))
- (i 1))
- (if (and (integerp n)
- (> n 0))
- (progn
- (while (< i n)
- (setq prod (math-mul prod a))
- (setq i (1+ i)))
- prod)
- expr))
+ (let ((n (nth 2 expr)))
+ (cond ((and (integerp n)
+ (> n 0))
+ (let ((i 1)
+ (a (nth 1 expr))
+ (prod (nth 1 expr)))
+ (while (< i n)
+ (setq prod (math-mul prod a))
+ (setq i (1+ i)))
+ prod))
+ ((and (integerp n)
+ (< n 0))
+ (let ((i -1)
+ (a (math-pow (nth 1 expr) -1))
+ (prod (math-pow (nth 1 expr) -1)))
+ (while (> i n)
+ (setq prod (math-mul a prod))
+ (setq i (1- i)))
+ prod))
+ (t
+ expr)))
expr))
-(defun calc-writeoutpower ()
+(defun calc-powerexpand ()
(interactive)
(calc-slow-wrapper
- (calc-enter-result 1 "expp"
- (calcFunc-writeoutpower (calc-top-n 1)))))
+ (calc-enter-result 1 "pexp"
+ (calcFunc-powerexpand (calc-top-n 1)))))
(defun calc-collect (&optional var)
(interactive "sCollect terms involving: ")