二叉排序树查找
因为二叉排序树的左子树若不为空则左子树的所有结点的值均小于它的根结点的值,而右子树若不为空,则右子树的所有结点的值均不小大于它的根结点的值,根据这个性质查找算法如下:
program pxtree;
const
a:array[1..8] of integer=(10,18,3,8,12,2,7,3);
type point=^nod;
nod=record
w:integer;
right,left:point ;
end;
var root,first:point;k:boolean;i,x:integer;
procedure maketr(d:integer;var p:point);
begin
if p=nil then
begin
new(p);
with p^ do begin w:=d;right:=nil;left:=nil end;
if k then begin root:=p; k:=false end;
end
else with p^ do if d>=w then maketr(d,right) else maketr(d,left);
end;
function searchtr(x:integer;p:point):boolean;
begin
if p=nil then searchtr:=false
else if x=p^.w then searchtr:=true
else if x<p^.w then searchtr:=searchtr(x,p^.left)
else searchtr:=searchtr(x,p^.right);
end;
begin
first:=nil;k:=true;
for i:=1 to 8 do maketr(a,first);
write('want find data x:');read(x);
if searchtr(x,first) then writeln('yes') else writeln('No');
end.
因为二叉排序树的左子树若不为空则左子树的所有结点的值均小于它的根结点的值,而右子树若不为空,则右子树的所有结点的值均不小大于它的根结点的值,根据这个性质查找算法如下:
program pxtree;
const
a:array[1..8] of integer=(10,18,3,8,12,2,7,3);
type point=^nod;
nod=record
w:integer;
right,left:point ;
end;
var root,first:point;k:boolean;i,x:integer;
procedure maketr(d:integer;var p:point);
begin
if p=nil then
begin
new(p);
with p^ do begin w:=d;right:=nil;left:=nil end;
if k then begin root:=p; k:=false end;
end
else with p^ do if d>=w then maketr(d,right) else maketr(d,left);
end;
function searchtr(x:integer;p:point):boolean;
begin
if p=nil then searchtr:=false
else if x=p^.w then searchtr:=true
else if x<p^.w then searchtr:=searchtr(x,p^.left)
else searchtr:=searchtr(x,p^.right);
end;
begin
first:=nil;k:=true;
for i:=1 to 8 do maketr(a,first);
write('want find data x:');read(x);
if searchtr(x,first) then writeln('yes') else writeln('No');
end.