But only if your program is embarrassingly parallel with at least N times available parallelism in the first place! If you have one of those it's already trivial to write a version that runs N times faster on N cores in C, Java, multi-process Python, whatever.
If your program has sequential or less parallel phases or needs to communicate then you are subject to Amdahl's law like you always were.
Armstrong has that claim in the Erlang book and I was gobsmacked to see it written down with no caveat or mention of the limits from Amdahl's law whatsoever. I was sure it was a joke and it would be followed by 'ha ha ha of course not - nobody knows how to achieve that despite decades of intensive research', but no it's a serious claim made with a straight face. Erlang's solved it!
Erlang helps you write parallel programs... but only if you program is entirely parallel in the first place.