飘云阁

 找回密码
 加入我们

QQ登录

只需一步,快速开始

查看: 2817|回复: 0

比 FastPos 还要快 Pos 函数

[复制链接]
  • TA的每日心情
    开心
    2019-9-19 16:05
  • 签到天数: 4 天

    [LV.2]偶尔看看I

    发表于 2007-2-8 10:40:07 | 显示全部楼层 |阅读模式
    相信字符串处理中用的最多的就是 Pos 函数了。但是如果要搜索一个字符串中第二次或者第三次出现的子字符串的,就没有现成的 DELPHI 标准函数了。所以我就自己写了一个。同时和网上比较流行的 FastStrings.SmartPos() 和 JVCL.NPos() 做了比较,速度更快,而且兼容 Unicode(WideString/WideChar)。

    注:代码可能有人会觉得不太舒服,但作为最常用的字符串函数,这样的优化我觉得还是值得的。


    function QuickPos(const Substr, S: WideString; MatchesIndex: Integer = 1): Integer;
    function QuickPosBack(const Substr, S: WideString; MatchesReverseIndex: Integer = 1): Integer;


    代码如下:

    // Compares a substring with a string. *for inline use"
    // C: 2004-07-05 | M: 2004-07-05
    function _InlineCompareText(const Substr, S: WideString; StartIndex: Integer = 1; LenOfSubstr: Integer = -1; LenOfS: Integer = -1): Boolean;
    var
    ? I: Integer;
    begin
    ? if LenOfSubstr = -1 then LenOfSubstr := Length(Substr);
    ? if LenOfS = -1 then LenOfS := Length(S);
    ? if LenOfSubstr > LenOfS then
    ? begin
    ? ? Result := False;
    ? ? Exit;
    ? end;
    ? for I := 1 to LenOfSubstr do
    ? ? if Substr[I] <> S[I + StartIndex - 1] then
    ? ? begin
    ? ? ? Result := False;
    ? ? ? Exit;
    ? ? end;
    ? Result := True;
    end;

    // Returns the 1. index of a substring within a string start at a certain index.
    // C: 2004-07-05 | M: 2004-07-05 | P: 1.0+
    function _PosForward(const Substr, S: WideString; StartIndex: Integer; LenOfSubstr: Integer = -1; LenOfS: Integer = -1): Integer;
    var
    ? I: Integer;
    begin
    ? Result := 0;
    ? case LenOfSubstr of
    ? ? 0: Exit;
    ? ?-1: LenOfSubstr := Length(Substr);
    ? end;
    ? if LenOfS = -1 then LenOfS := Length(S);

    ? for I := StartIndex to LenOfS do
    ? begin
    ? ? if (S[I] = Substr[1]) and _InlineCompareText(Substr, S, I, LenOfSubstr, LenOfS) then
    ? ? begin
    ? ? ? Result := I;
    ? ? ? Exit;
    ? ? end;
    ? end;
    end;

    // Returns the 1. index of a substring within a string.
    // Note: Searching time will increase when MatchesIndex increased.
    // C: 2004-04-09 | M: 2004-07-05 | P: 1.0+
    function QuickPos(const Substr, S: WideString; MatchesIndex: Integer = 1): Integer;
    var
    ? LenOfS, LenOfSubstr: Integer;
    begin
    ? Result := Pos{Pos}(Substr, S);

    ? if (MatchesIndex = 1) or (Result = 0) then Exit;
    ? LenOfS := Length(S);
    ? LenOfSubstr := Length(Substr);

    ? while (MatchesIndex > 1) and (Result > 0) do
    ? begin
    ? ? Result := _PosForward{Pos}(Substr, S, Result + 1, LenOfSubstr, LenOfS); ?// Tip!! Do not use func.Copy!!
    ? ? if Result = 0 then Exit;
    ? ? Dec(MatchesIndex);
    ? end;
    end;

    // Returns the last index of a substring within a string.
    // Todo: Using asm to rewrite this function. The asm-code looks very like func.Pos!
    // C: 2004-04-09 | M: 2004-07-03 | P: n/a
    function _PosBack(const Substr, S: WideString; StopIndex: Integer = -1; LenOfSubstr: Integer = -1): Integer;
    var
    ? I: Integer;
    begin
    ? Result := 0;
    ? case LenOfSubstr of
    ? ? 0: Exit;
    ? ?-1: LenOfSubstr := Length(Substr);
    ? end;
    ? if StopIndex = -1 then StopIndex := Length(S);
    ?
    ? for I := StopIndex - LenOfSubstr + 1 downto 1 do
    ? begin
    ? ? if (S[I] = Substr[1]) and _InlineCompareText(Substr, S, I, LenOfSubstr) then
    ? ? begin
    ? ? ? Result := I;
    ? ? ? Exit;
    ? ? end;
    ? end;
    end;

    // Returns the last index of a substring within a string.
    // C: 2004-04-09 | M: 2004-07-03 | P: n/a
    function QuickPosBack(const Substr, S: WideString; MatchesReverseIndex: Integer = 1): Integer;
    var
    ? LenOfSubstr: Integer;
    begin
    ? Result := _PosBack{Pos}(Substr, S);

    ? if (MatchesReverseIndex = 1) or (Result = 0) then Exit;
    ? LenOfSubstr := Length(Substr);

    ? while (MatchesReverseIndex > 1) and (Result > 0) do
    ? begin
    ? ? Result := _PosBack{Pos}(Substr, S, Result + LenOfSubstr - 2, LenOfSubstr);
    ? ? Dec(MatchesReverseIndex);
    ? end;
    end;
    PYG19周年生日快乐!
    您需要登录后才可以回帖 登录 | 加入我们

    本版积分规则

    快速回复 返回顶部 返回列表