👉 Explosion computing refers to a phenomenon in computational complexity theory where the class of problems solvable by quantum computers (quantum complexity class BQP) grows exponentially faster than the classical complexity class P, even when considering all possible quantum algorithms. This means that for any problem in P, there exists a quantum algorithm that can solve it in polynomial time on a quantum computer, but the runtime increases exponentially with the size of the input. This dramatic increase in computational power highlights the potential of quantum computing to solve certain problems much more efficiently than classical computers, though it also underscores the challenges in harnessing this power practically.
