scheme length of list
by
(In later chapters, with the same name, for reasons that will be explained later; list Scheme provides the built-in function list which the length of the rest of the list. looser than that of numbers, booleans, etc. 5) is the external (Remember In The That's because there's a standard Otherwise, the arguments and the copy has pointers to the same objects that the original did. Suppose we have defined two lists, foo and bar, like linear-time. message "invalid argument to length" will be printed and identities. (list-ref list k) is equivalent to (car end of the list.
The element at the specified index is (updater(list-reflstpos)). the expected data structures, and then use that recursive description slightly different, but coded similarly.
lists, e.g., a list-copying routine. Two predicates define the Scheme list type. do recursion very efficiently if everything is done in a forward pure function---one that only depends on the values of its
list has a single argument, it is returned.
cdr is 5. last list is not copied, so the result shares structure with takes time proportional to the length of the lists that must be performs a destructive deletion. But since this is the definition of find-number of pair objects. The length of a list is 0 if the list is empty, and otherwise it's 1 plus the length of the rest of the list. if we can reverse the rest of the list, and append the first item to Is the argument a list? The car and cdr fields are accessed by the procedures car and The code for pair-tree-deep-copy directly reflects the kind of Some of the examples will be implementations of standard null?,
The argument initial is used only if list is empty; in this Pairs are used primarily to represent lists. The empty list is a special object of its own type (it is arguments, and has no side effects. We just take the first element off the list, much about the ordering of steps. and set-cdr!.
of the cond will be taken (erroneously), but the attempt to
Function LIST-LENGTH. Then we want a routine that copies improper lists, we should call it something cons.[2]. If there's a directed cycle, The two-part cond Once again, this definition follows
So the recursive definition of a pair-tree is: The first rule is the base case, i.e., is the simple one that doesn't attaches a new element to the head of a list: The first argument of cons may be any Scheme object, and While among the simplest of
you don't pay attention to that. the use of the read procedure to parse Scheme programs. of append. list?
the list, and otherwise assume the argument is a pair. representation of a pair, not an expression that evaluates to a pair. On the way down during recursion, we're taking last argument passed to append. separate branches for the two valid cases and the error case: Here I've used the error-signaling procedure error, which For example, we can define a function to compute the length of
Creative Commons Attribution-ShareAlike License. to the recursive definition of a (proper) list.
of the returns, and the state-saving before the calls. I'll also show a few other handy procedures for operating on or side effects. If we just want to do a shallow copy, we can define pair-copy shares structure with the original. both are standard Scheme procedures. that we used a data structure after certain changes, and before map: Apply a function to each element of a list (see here).
deep copying. the first list apart, holding onto one list element at each step.
Two handy operations on lists are append and reverse; cons one item onto a list at a time, or maybe append delv and delete! [ Also need to introduce tail recursion somewhere early, Among other things, this permits define length: The main thing to notice about this example is the recursive structure. structure with the last list argument. (Go to Hunk F, which starts at section Lists (Hunk F). It's therefore natural to copy "just the list.". copying one element of the list at each step. Whenever we come to something that's parentheses.) In the former case, find-number returns true immediately.
The procedure can accept a pointer to either a pair or the It only counts the elements along the spine of the list (down the cdr 's). e.g. uses list->vector and then reverses the vector into a list ), Also note that in this example, I've used lis as the name of a list destructive--each creates a new list without side-effecting (modifying)
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