var conditionalStatement = conditionSetting.Value;

            //order of replace matters, remove == before =, incase of ===
            conditionalStatement = conditionalStatement.Replace("==", "~").Replace("!=", "~").Replace('=', '~').Replace('!', '~').Replace('>', '~').Replace('<', '~').Replace(">=", "~").Replace("<=", "~");

            var listOfValidConditions = new List<string>() { "!=", "==", ">", "<", ">=", "<=" };

            if (conditionalStatement.Count(x => x == '~') != 1)
            {
                result.InvalidFieldList.Add(new KeyFieldData(batch.DECurrentField, "The IsDoubleKeyCondition does not contain a supported conditional statement. Contact System Administrator."));
                result.Status = ValidatorStatus.Fail;
                return result;
            }

需要做一些类似于从字符串测试条件语句的事情。

用单个字符替换我正在寻找的内容，并计算单个字符的实例数。

显然，在发生这种情况之前，您需要检查您正在使用的单个字符是否存在于字符串中，以避免错误计数。

string source = "/once/upon/a/time/";
int count = 0;
foreach (char c in source) 
  if (c == '/') count++;

必须比source.Replace()本身更快。

如果你想搜索整个字符串，而不仅仅是字符:

src.Select((c, i) => src.Substring(i))
    .Count(sub => sub.StartsWith(target))

读为“对于字符串中的每个字符，将该字符开始的字符串的其余部分作为子字符串;如果它以目标字符串开头，就数一数。”

我想我会把我的扩展方法扔到戒指(更多信息见评论)。我没有做过任何正式的基准测试，但我认为在大多数情况下必须非常快。

EDIT: OK - so this SO question got me to wondering how the performance of our current implementation would stack up against some of the solutions presented here. I decided to do a little bench marking and found that our solution was very much in line with the performance of the solution provided by Richard Watson up until you are doing aggressive searching with large strings (100 Kb +), large substrings (32 Kb +) and many embedded repetitions (10K +). At that point our solution was around 2X to 4X slower. Given this and the fact that we really like the solution presented by Richard Watson, we have refactored our solution accordingly. I just wanted to make this available for anyone that might benefit from it.

我们最初的解决方案:

    /// <summary>
    /// Counts the number of occurrences of the specified substring within
    /// the current string.
    /// </summary>
    /// <param name="s">The current string.</param>
    /// <param name="substring">The substring we are searching for.</param>
    /// <param name="aggressiveSearch">Indicates whether or not the algorithm 
    /// should be aggressive in its search behavior (see Remarks). Default 
    /// behavior is non-aggressive.</param>
    /// <remarks>This algorithm has two search modes - aggressive and 
    /// non-aggressive. When in aggressive search mode (aggressiveSearch = 
    /// true), the algorithm will try to match at every possible starting 
    /// character index within the string. When false, all subsequent 
    /// character indexes within a substring match will not be evaluated. 
    /// For example, if the string was 'abbbc' and we were searching for 
    /// the substring 'bb', then aggressive search would find 2 matches 
    /// with starting indexes of 1 and 2. Non aggressive search would find 
    /// just 1 match with starting index at 1. After the match was made, 
    /// the non aggressive search would attempt to make it's next match 
    /// starting at index 3 instead of 2.</remarks>
    /// <returns>The count of occurrences of the substring within the string.</returns>
    public static int CountOccurrences(this string s, string substring, 
        bool aggressiveSearch = false)
    {
        // if s or substring is null or empty, substring cannot be found in s
        if (string.IsNullOrEmpty(s) || string.IsNullOrEmpty(substring))
            return 0;

        // if the length of substring is greater than the length of s,
        // substring cannot be found in s
        if (substring.Length > s.Length)
            return 0;

        var sChars = s.ToCharArray();
        var substringChars = substring.ToCharArray();
        var count = 0;
        var sCharsIndex = 0;

        // substring cannot start in s beyond following index
        var lastStartIndex = sChars.Length - substringChars.Length;

        while (sCharsIndex <= lastStartIndex)
        {
            if (sChars[sCharsIndex] == substringChars[0])
            {
                // potential match checking
                var match = true;
                var offset = 1;
                while (offset < substringChars.Length)
                {
                    if (sChars[sCharsIndex + offset] != substringChars[offset])
                    {
                        match = false;
                        break;
                    }
                    offset++;
                }
                if (match)
                {
                    count++;
                    // if aggressive, just advance to next char in s, otherwise, 
                    // skip past the match just found in s
                    sCharsIndex += aggressiveSearch ? 1 : substringChars.Length;
                }
                else
                {
                    // no match found, just move to next char in s
                    sCharsIndex++;
                }
            }
            else
            {
                // no match at current index, move along
                sCharsIndex++;
            }
        }

        return count;
    }

这是我们修改后的解决方案:

    /// <summary>
    /// Counts the number of occurrences of the specified substring within
    /// the current string.
    /// </summary>
    /// <param name="s">The current string.</param>
    /// <param name="substring">The substring we are searching for.</param>
    /// <param name="aggressiveSearch">Indicates whether or not the algorithm 
    /// should be aggressive in its search behavior (see Remarks). Default 
    /// behavior is non-aggressive.</param>
    /// <remarks>This algorithm has two search modes - aggressive and 
    /// non-aggressive. When in aggressive search mode (aggressiveSearch = 
    /// true), the algorithm will try to match at every possible starting 
    /// character index within the string. When false, all subsequent 
    /// character indexes within a substring match will not be evaluated. 
    /// For example, if the string was 'abbbc' and we were searching for 
    /// the substring 'bb', then aggressive search would find 2 matches 
    /// with starting indexes of 1 and 2. Non aggressive search would find 
    /// just 1 match with starting index at 1. After the match was made, 
    /// the non aggressive search would attempt to make it's next match 
    /// starting at index 3 instead of 2.</remarks>
    /// <returns>The count of occurrences of the substring within the string.</returns>
    public static int CountOccurrences(this string s, string substring, 
        bool aggressiveSearch = false)
    {
        // if s or substring is null or empty, substring cannot be found in s
        if (string.IsNullOrEmpty(s) || string.IsNullOrEmpty(substring))
            return 0;

        // if the length of substring is greater than the length of s,
        // substring cannot be found in s
        if (substring.Length > s.Length)
            return 0;

        int count = 0, n = 0;
        while ((n = s.IndexOf(substring, n, StringComparison.InvariantCulture)) != -1)
        {
            if (aggressiveSearch)
                n++;
            else
                n += substring.Length;
            count++;
        }

        return count;
    }

Split (may)胜过IndexOf(用于字符串)。

上面的基准测试似乎表明Richard Watson是最快的字符串，这是错误的(可能差异来自我们的测试数据，但由于下面的原因，它看起来很奇怪)。

如果我们更深入地研究这些方法在.NET中的实现(对于Luke H, Richard Watson方法)，

IndexOf取决于区域性，它将尝试检索/创建ReadOnlySpan，检查是否必须忽略大小写等。最后执行不安全/本机调用。 Split能够处理多个分隔符，并有一些StringSplitOptions 并且必须创建字符串[]数组并用分割结果填充它(所以做一些子字符串)。根据字符串出现的数量，Split可能比IndexOf更快。

顺便说一下，我做了一个简化版本的IndexOf(它可以更快，如果我使用指针和不安全，但不勾选应该是ok的大多数)，它至少快了4个数量级。

基准测试(来源GitHub)

通过搜索一个常见的单词(the)或一个小句子 莎士比亚，理查三世。

public int GetOccurrences(string input, string needle)
{
    int count = 0;
    unchecked
    {
        if (string.IsNullOrEmpty(input) || string.IsNullOrEmpty(needle))
        {
            return 0;
        }

        for (var i = 0; i < input.Length - needle.Length + 1; i++)
        {
            var c = input[i];
            if (c == needle[0])
            {
                for (var index = 0; index < needle.Length; index++)
                {
                    c = input[i + index];
                    var n = needle[index];

                    if (c != n)
                    {
                        break;
                    }
                    else if (index == needle.Length - 1)
                    {
                        count++;
                    }
                }
            }
        }
    }

    return count;
}

编辑:

source.Split('/').Length-1