∃X.Ρ(X)

Now you might be wondering, what on earth does that mean and what does it have to do with a company that's all about transforming research into solutions? Well, let's unravel this together bit by bit.

In discrete mathematics, this expression, ∃X.Ρ(X) , translates to "There exists an X such that P(X) holds." When we say "ExistX," we're essentially saying: "There exists a solution P such that your problem X will be solved."