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first experimental confirmation of the existence of quarks.
I notice loads of quarks down at my local duck pond while I throw them bread.
quark quark

first experimental confirmation of the existence of quarks.

They were "only theoretical" in the sense that nobody had observed evidence of a real black hole existing at that time, not in the sense that electrons or the Higgs are still theoretical even though we see incredible evidence they exist.It's a shame that your interest in science didn't lead you to understand it more.
Everything in science is a theory.
They were "only theoretical" in the sense that nobody had observed evidence of a real black hole existing at that time, not in the sense that electrons or the Higgs are still theoretical even though we see incredible evidence they exist.
So good try at show-boating your armchair knowledge but doing so to someone who actually studied the subject for their degree, you just look a bit of a plum.



It's a shame that your interest in science didn't lead you to understand it more.
Everything in science is a theory.
Induction allows us to make generalisations but we can never be sure they won't be falsified.
The fact that we can't unify small and large-scale physics tells us that some or all parts of our fundamental understanding are incomplete or wrong.

Jeez, you lot only demonstrate your ignorance, time and time again.
You really need to read about the philosophy of science especially Popper and Kuhn.
As we're talking on different levels and your unknown unknowns are too great, carry on as you are.
As for black holes, what are the "facts" about them?
What Hawking meant when he said 'there are no black holes' | PBS NewsHour
To be clear, Hawking was not claiming that black holes don’t exist. Astronomers have been observing black holes for decades, said Joseph Polchinski, theoretical physicist at the Kavli Institute for Theoretical Physics at the University of California, Santa Barbara. ...

For one of the questions on my son's number theory assignment, he's invoked Fermat's Last Theorem in the proof. I couldn't have done that when I was at university - it hadn't been proved then!

What was the question, out of interest?
Seems more likely that a number theory assignment would use Fermat's Little Theorem. Are you sure that wasn't what he was talking about?
Oy you lot. Stop hijacking my thread!
The assignment was to show that there does not exist three consecutive natural numbers whose product can be expressed as the form a^k, where a and k are also natural numbers (k>1).
