I have an expression of type Expression<Func<TElement, TElement, bool>> and a constant of type TElement. I need an expression of type Expression<Func<TElement, bool>> with one of the parameters replaced by the constant. In other words, I need the body to the following method:
public static Expression<Func<TElement, bool>> ReplaceParameter<TElement>
(
Expression<Func<TElement, TElement, bool>> inputExpression,
TElement element
)
{
...
}
If I call ReplaceParameter((i1, i2) => i1 > i2, 5), I expect the result to be i => i > 5.
I was thinking, it might be able to recursively deconstruct and then reconstruct the input expression and replace all occurrences of the second parameter with a constant expression. Since there are so many different kind of expressions, I'm unsure on how to do that, though.
ExpressionVisitor is your friend:
static void Main()
{
Expression<Func<int, int, bool>> before = (x, y) => x * 2 == y + 1;
var after = ReplaceParameter(before, 3);
Console.WriteLine(after);
}
public static Expression<Func<TElement, bool>> ReplaceParameter<TElement>
(
Expression<Func<TElement, TElement, bool>> inputExpression,
TElement element
)
{
var replacer = new Replacer(inputExpression.Parameters[0],
Expression.Constant(element, typeof(TElement)));
var body = replacer.Visit(inputExpression.Body);
return Expression.Lambda<Func<TElement, bool>>(body,
inputExpression.Parameters[1]);
}
class Replacer : ExpressionVisitor
{
private readonly Expression _from, _to;
public Replacer(Expression from, Expression to)
{
_from = from;
_to = to;
}
public override Expression Visit(Expression node)
=> node == _from ? _to : base.Visit(node);
}
Note that this does not automatically collapse pure constant expressions, i.e. the code shown results in:
y => ((3 * 2) == (y + 1))
You could however, if you wanted, try looking for BinaryExpression that only has ConstantExpression as inputs, and evaluate the node directly, again inside Replacer.
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