internal static LogicalSearchExpression Create(
SearchConfigurationOptions options,
SearchExpression left,
SearchExpression right,
Operator @operator,
string text)
{
return(new LogicalSearchExpression(options, text)
{
Left = left,
Right = right,
Operator = @operator
});
}
internal static ContainsSearchExpression Create(
SearchConfigurationOptions options,
SearchExpression left,
SearchExpression right)
{
if (left == null)
{
throw new ArgumentNullException(nameof(left));
}
if (right == null)
{
throw new ArgumentNullException(nameof(right));
}
return(new ContainsSearchExpression(options, right.Text)
{
Left = left,
Right = right
});
}
/// <summary>
/// Attemps to create LogicalSearchExpressions from the given text based on
/// binary operators found in the text (AND, OR, etc.).
/// If it finds them it will return a LogicalSearchPression with Left and Right
/// filled in and the Text will contain whatever is left over.
/// If it cannot find any binary operators it will just return the original
/// searchExpression.
/// </summary>
/// <returns></returns>
private SearchExpression DecomposeLogicalOperators()
{
var match = _binaryOperatorsSearch.Match(Text);
if (!match.Success)
{
// easy case first.
return(this);
}
else
{
var searchExpressions = new Stack <SearchExpression>();
var operators = new Stack <Operator>();
// we go left to right through the matches.
for (var i = 0; i < match.Captures.Count; i++)
{
var previous = i > 0 ? match.Captures[i - 1] : null;
var current = match.Captures[i];
var next = i < match.Captures.Count - 1 ? match.Captures[i + 1] : null;
//var nextNext = i < match.Captures.Count - 2 ? match.Captures[i + 2] : null;
var leftStart = previous == null ? 0 : previous.Index + previous.Length;
var leftLength = current.Index - leftStart;
if (leftLength > 0)
{
searchExpressions.Push(SearchExpression.Create(Options, Text.Substring(leftStart, leftLength)));
Operator o;
var currentValue = current.Value.Trim();
if (_andOperators.Contains(currentValue, StringComparer.OrdinalIgnoreCase))
{
o = Operator.And;
}
else if (_orOperators.Contains(currentValue, StringComparer.OrdinalIgnoreCase))
{
o = Operator.Or;
}
else
{
throw new InvalidOperationException($"Unknown operator '{currentValue}'");
}
operators.Push(o);
}
if (next == null)
{
// this is the last one
var rightStart = current.Index + current.Length;
var rightLength = Text.Length - rightStart;
SearchExpression leftOver;
if (rightLength <= 0)
{
if (searchExpressions.Count > 0)
{
// nothing on the right side of the AND or OR,
// so we take the last left and just make it a regular SearchExpression
leftOver = searchExpressions.Pop();
operators.Pop();
}
else
{
// If here we didn't find anything at all
leftOver = SearchExpression.Create(Options, string.Empty);
}
}
else
{
leftOver = SearchExpression.Create(Options, Text.Substring(rightStart, rightLength).Trim());
}
// now we should have one more in the searchExpressions stack than in the operators stack
var searchExpressionCount = searchExpressions.Count;
if (searchExpressionCount == 0)
{
return(leftOver);
}
else if (searchExpressionCount == 1)
{
return(LogicalSearchExpression.Create(Options, searchExpressions.Pop(), leftOver, operators.Pop(), Text));
}
else
{
// if here there is at least 2 operators which we will make into a tree
var right = searchExpressions.Pop();
var left = searchExpressions.Pop();
var op = operators.Pop();
var currentExpression = LogicalSearchExpression.Create(
Options,
left,
right,
op,
text: $"{left.Text} {op} {right.Text}");
while (searchExpressions.Any())
{
right = currentExpression;
left = searchExpressions.Pop();
op = operators.Pop();
currentExpression = LogicalSearchExpression.Create(
Options,
left,
right,
op,
text: $"{left.Text} {op} {right.Text}");
}
return(currentExpression);
}
}
}
// if we get here we made a logical error in our programming
throw new InvalidProgramException("Error parsing logical operators from search text");
}
}