我需要编写一个程序来计算每个级别的子列表并将其打印为
((1 2) (2 1) (3 1))
( (<level> <count>) (<level> <count> ... )
因此,对于(A (B (C)) D)
,它将是( (1 1) (2 1) (3 1) )
我写过这个程序。逻辑是我每次削减头部,检查,如果它是一个列表,我增加计数器,然后将列表的其余部分附加到我的other
部分。否则,只需切断并继续尾巴。
我正在使用SBCL并收到此错误:
debugger invoked on a TYPE-ERROR in thread
#<THREAD "main thread" RUNNING {1002C0EB73}>:
The value A is not of type LIST.
这是我的代码:
(defun count-sublists (list)
(labels
((iter (current other count level res)
(if (null current)
(if (null other)
(cons (list level count) res)
(iter other () 0 (1+ level) (cons (list level count) res)))
(let ((myhead (car current)) (mytail (cdr current)))
(if (listp myhead)
(iter mytail other (1+ count) level res)
(iter mytail (append myhead other) count level res))))))
(iter list () 0 1 ())))
(print (count-sublists '(A (B) C)))
答案 0 :(得分:2)
这是您的代码,有些更惯用的格式:
(defun count-sublists (list)
(labels ((iter (current other count level res)
(if (null current)
(if (null other)
(cons (list level count) res)
(iter other () 0 (1+ level) (cons (list level count) res)))
(let ((myhead (car current))
(mytail (cdr current)))
(if (listp myhead)
(iter mytail other (1+ count) level res)
(iter mytail (append myhead other) count level res))))))
(iter list () 0 1 ())))
您可以通过更简单的测试获得相同的错误消息:
(count-sublists '(a))
更简单的测试可以更容易地推断将要发生的事情。
'(a)
是否为空。不是,所以myhead = a
和mytail = '()
。a
是否为列表。它不是那么(iter mytail (append myhead other) ...)
,但append
将列表作为参数,您已经知道myhead
不是列表。改为使用(list* myhead other)
或(cons myhead other)
或(append (list myhead) other)
。
错误消息使您看起来可能正在使用SBCL,在这种情况下,您可以使用优化编写代码进行调试,然后回溯将更有帮助。首先,将代码更改为
(defun count-sublists (list)
(declare (optimize debug))
; ...
然后,当您运行测试并获得错误时,您可以键入BACKTRACE并获取指向append
的信息:
debugger invoked on a TYPE-ERROR in thread
#<THREAD "main thread" RUNNING {1002FDE853}>:
The value A is not of type LIST.
Type HELP for debugger help, or (SB-EXT:EXIT) to exit from SBCL.
restarts (invokable by number or by possibly-abbreviated name):
0: [RETRY ] Retry EVAL of current toplevel form.
1: [CONTINUE] Ignore error and continue loading file "/home/taylorj/tmp/count-levels.lisp".
2: [ABORT ] Abort loading file "/home/taylorj/tmp/count-levels.lisp".
3: Exit debugger, returning to top level.
(SB-IMPL::APPEND2 #<unavailable argument> #<unavailable argument>) [tl,external]
0] BACKTRACE
Backtrace for: #<SB-THREAD:THREAD "main thread" RUNNING {1002FDE853}>
0: (SB-IMPL::APPEND2 #<unavailable argument> #<unavailable argument>) [tl,external]
1: ((LABELS ITER :IN COUNT-SUBLISTS) (A) NIL 0 1 NIL)
2: (COUNT-SUBLISTS (A))
; ...
要想出一个特别优雅的解决方案,这不是一个简单的问题,但这是一种合理有效的方法。它创建了一个哈希表,将深度映射到出现次数(即,它本质上是一个直方图)。
(defun count-sublists (object &aux (table (make-hash-table)) (max 0))
(labels ((incf-depth (depth)
(setf max (max max depth))
(incf (gethash depth table 0)))
(map-depth (object depth)
(when (listp object)
(incf-depth depth)
(dolist (x object)
(map-depth x (1+ depth))))))
(map-depth object 1)
(loop for depth from 1 to max
collecting (list depth (gethash depth table 0)))))
(count-sublists '(A (B) C))
;=> ((1 2) (2 1))
(count-sublists '(A (B (C)) D))
;=> ((1 2) (2 1) (3 1))
(count-sublists '(a (((b c))) d))
;=> ((1 1) (2 1) (3 1) (4 1))
答案 1 :(得分:0)
(defun count-sublists (list)
(labels ((iter (current other count level res)
(if (null current)
(if (null other)
(reverse (cons (list level count) res))
(iter other () 0 (1+ level) (cons (list level count) res)))
(let ((myhead (car current))
(mytail (cdr current)))
(if (listp myhead)
(iter mytail (append myhead other) (1+ count) level res)
(iter mytail other count level res))))))
(iter list () 0 1 ())))
(print (count-sublists '(A (B) C)))