Are quantum mechanics infinite dimensional (H1B)

[Diamentus]

Are quantum dimensions infinite dimensional? I recall hearing that quantum mechanics are infiniteD, but I don't know if it's true, since it's really a theory.

I see it commonly within debates, and I am confused.

Anyone got answers?

 

[It_is_i_wyatt]

what?

 

[Diamentus]

what?

Basically, I recall hearing that quantum mechanics scale a verse to H1-B due to infinite dimensional levels, which I was wondering if was true or not.

I scrolled around a bit on here and saw it was probability spaces, but I genuinely don't know what those are or if they scale anywhere.

 

[LuffyRuffy46307]

I'm also curious about this,I seek to know more

 

[It_is_i_wyatt]

im not entirely sure what youre talking about but i highly doubt it

 

[Thelastmlg]

pretty sure they don't by default, unless some specific verse dwells on them being high 1-B

or else, well, a lot of verses would be high 1-B since quantumn physics is not exactly uncommon

 

[Diamentus]

pretty sure they don't by default, unless some specific verse dwells on them being high 1-B

or else, well, a lot of verses would be high 1-B since quantumn physics is not exactly uncommon

May you elaborate a bit?

For example, some verses reference an "inverse quantum field" which people use as an argument for infinite dimensional levels, would that make any sense at all?

 

[NHTkenshin2]

I have heard of stuff like “Quantum waves" (something upon this line) being fundamentally built on Hilbert spaces.

A wave function in quantum physics is a mathematical description of the quantum state of an isolated quantum system. The wave function is a complex-valued probability amplitude, and the probabilities for the possible results of measurements made on the system can be derived from it

According to the superposition principle of quantum mechanics, wave functions can be added together and multiplied by complex numbers to form new wave functions and form a Hilbert space.

 

[Diamentus]

I have heard of stuff like “Quantum waves" (something upon this line) being fundamentally built on Hilbert spaces.

I also heard said Quantum Mechanical Hilbert spaces aren't traditional dimensions - They are not physical, and are actually probability spaces. That's the main reason I am asking this, may I be wrong?

Found it being said by some VSB administrator in another thread asking a similar question.

 

[Thelastmlg]

yeah, they aren't high 1-B anymore, that's it, then no, also can't exactly elaborate if i don't know why others quantumn physics is high 1-B to begin with

 

[Diamentus]

yeah, they aren't high 1-B anymore, that's it, then no, also can't exactly elaborate if i don't know why others quantumn physics is high 1-B to begin with

Ah. Was looking for an explanation, but thank you!

 

[Diamentus]

Bump

 

[Iamunanimousinthat]

I don’t think so, because isn’t within quantim mechanic theories, the dimensions are very miniscule, which is different from our standards where each dimension is of the same infinite size.

 

[Guardian_Doge]

Are quantum dimensions infinite dimensional?

no

I also heard said Quantum Mechanical Hilbert spaces aren't traditional dimensions - They are not physical, and are actually probability spaces. That's the main reason I am asking this, may I be wrong?

Yes they're called eigenstates. They are used for probability distribution across state vectors. I explained it here too.

 

[Diamentus]

no

Yes they're called eigenstates. They are used for probability distribution across state vectors. I explained it here too.

Alright, thank you man.