Where math meets physics

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Where math meets physics

#1  Postby socratus » Feb 19, 2020 7:25 am

Where math meets physics
---
Adding extra symmetries makes string theory problems easier to work
with and allows researchers to ask questions about the properties
of geometric structures and how they correspond to real-world physics.
---
Using their physics intuition, Lawrie and Lin were able to apply
their knowledge of math to make new discoveries that wouldn’t
have been possible if the two fields were used in isolation.
“What we found seems to suggest that theories in five dimensions
come from theories in six dimensions,” explains Lin.
“That is something that mathematicians, if they didn’t know
about string theory or physics, would not think about.”
----
Lawrie adds that being able to work directly with mathematicians
is also helpful in their field since understanding new math research
can be a challenge, even for theoretical physics researchers.
“As physicists, we can have a long discussion where we use a lot of intuition,
but if you talk to a mathematician they will say,
‘Wait, precisely what do you mean by that?’ and then you have to pull out
your important assumptions,” says Lawrie. “
It’s also good for clarifying our own thought process.”
---
https://penntoday.upenn.edu/news/where- ... ts-physics
----
My opinion
The mathematicians have no problem to create many - many
extra symmetries . . . but would '' they correspond to real-world physics'' ?
Adding extra symmetries mathematicians can make horse to fly like
the horse Pegasus because every new symmetry brings a new tiny change.
===
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Re: Where math meets physics

#2  Postby felltoearth » Feb 19, 2020 1:06 pm

socratus wrote:
The mathematicians have no problem to create many - many
extra symmetries . . . but would '' they correspond to real-world physics'' ?
===

No*. The map is not the terrain.

Now stop spamming the forum and read a bit of it before asking a basic question.

ETA *should have said maybe.
"Walla Walla Bonga!" — Witticism
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Re: Where math meets physics

#3  Postby socratus » Feb 20, 2020 6:29 pm

felltoearth wrote:
socratus wrote:
The mathematicians have no problem to create many - many
extra symmetries . . . but would '' they correspond to real-world physics'' ?
===

No*. The map is not the terrain.

Now stop spamming the forum and read a bit of it before asking a basic question.

ETA *should have said maybe.


1 - SU(1)
2 - The SU(3), SU(2) and U(1) symmetries of the standard model.
3 - Different kind of symmetry, the so‐called flavor symmetry,
which turns out to be only approximate. Flavor symmetry is not
associated with the forces of the standard model; instead it
pertains to the particles, especially the quarks, between which
the forces act.
4 - "SU(5)" For the specific grand unification theory,
5 - supersymmetry (without experimental evidence)
6 - . . .
---
To create a new symmetry is needed a new force.
Many symmetries - many forces.
One more symmetry and horse will fly.
===
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Re: Where math meets physics

#4  Postby campermon » Feb 20, 2020 6:43 pm

...and horse will fly.


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Re: Where math meets physics

#5  Postby BlackBart » Feb 20, 2020 6:48 pm

campermon wrote:
...and horse will fly.


Image


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Re: Where math meets physics

#6  Postby campermon » Feb 20, 2020 6:49 pm

:lol: :lol: :lol: :lol: :lol: :lol: :lol: :lol: :lol: :lol: :lol: :lol:

:cheers:
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