I didn't think Quantum Mechanics agreed with Quantum Mechanics...
The different interpretations don't contradict the mathematics or predictions of QM, so there's no contradiction. If there were, it wouldn't even be a thing that physicists talked about. No, it's not like saying "do you agree with the interpretation of math." Because with math, if you agree on a set of axioms then you can (usually) determine objectively and definitively who is right or wrong.
Hell, like half a year ago I listened to a talk given by a prominent physicist on why he thought Everett's interpretation was correct.
"In order to maintain a tolerant society, the society must be intolerant of intolerance." Paradox of tolerance
Quantom mechanic and Quantom Physics, what's the difference?
Anywho. Quantom Mechanic as in there is no gap between the observer, and the observed? That the world is entirely subjective, and cannot be objective and only exists in the conscious?
Oh is Hugh Everett III the "Everett" in "Everett's interpretation".
Y'all watch the documentary *kinda* about him via his son exploring his work? Was freaking AMAZING (particularly if you are a fan of The Eels, which you should be.) - https://en.wikipedia.org/wiki/Parall...Parallel_Lives
I think a lot of people miss this, because there are a lot of theories that have come about because quantum mechanics lets us examine things in new ways. All these theories that quantum mechanics have let us describe people just sort of lump under a theory of quantum mechanics, but it's not really true. The theory exists no matter what model you use, its just that some of them are nonsensical if you try to describe them under say, traditional newtonian physics.
More accurately, quantum mechanics is to physics as statistical surveying is to sociology. In itself it's not a specific belief, but it's a new way to represent things so that we can talk about things we just plain couldn't describe before.
While you live, shine / Have no grief at all / Life exists only for a short while / And time demands its toll.
Do you agree with evolution, do you agree with gravity?
They seem to happen whether one agrees with them or not. And that the beauty of scientific theories.
While we are at, I have some knowledge about quantum physics, though mostly just the quality judgment stuff and metaphors and some of the fringe stuff that bleeds into everyday physics. Any book recommendation for in depth reading and learning, including the math with explanations? I'd like to know about the actual workings beyond superimposed kitties.
ok was a stupid question to ask i guess i will never know if the guys who voted no did it to troll
Feynman Lectures Vol. III for introductory QM, it has lots of insight (it's Feynman, after all), and it has some of the math.
The standard "3rd" and "4th" year QM is Griffith's Introduction to Quantum Mechanics. It's decent for wave mechanics, but it sucks donkey balls if you're expecting to be able to understand more advanced QM texts from just reading this. This is because the formalism of QM is only covered in one chapter partway through the book (why didn't he put it at the start?), and very badly at that. And then it's subsequently abandoned for most of the following chapter only to resurface at spin, by which point you've probably forgotten it.
A harder, but more mathematically satisfying book is Shankar's Principles of Quantum Mechanics. Make sure you know chapter 1 inside/out.
Thanks for the recommendations, I will have a look at those.
"Quantum Mechanics: A Modern Development" by Ballentine (currently at its 2nd edition) is also a good book about QM, although a bit more advanced than most introductory texts.
Ballentine's approach has some advantages, such as defining the quantum state of a system as a "density operator" (or statistical operator, or state operator, on the system's Hilbert space) from the get-go; this general description of a state is then seen to allow for the more familiar "wave function" (or state vector) description only in a special case, i.e. when the system's state is "pure". Ballentine also derives the basic dynamical observables of non-relativistic QM as generators of the underlying galilei symmetry group, so that the treatment is quite independent of classical mechanics and the heuristic quantization rules thereof.
However, Ballentine is a supporter of the "ensemble interpretation" of quantum mechanics and his book is, in my opinion, quite subjective in this matter. Indeed, it sometimes remains up to the reader to decide which parts of his text refer to generally accepted QM theory and which are merely expositions of his preferred interpretation.