Is 11-Dimensional Spacetime a Valid Explanation of the Universe?

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In summary, the book "Superstrings: A Theory of Everything?" by Davies and Brown discusses the flaws of the 11D theory in relation to the weak interaction and chirality. The authors argue that in order for chirality to exist, space must have an odd number of dimensions and spacetime must have an even number of dimensions. They also mention the possibility of M-theory on singular spaces or a two-torus leading to asymmetric, chiral theories. The conversation then turns to the concept of scientific theories as a means to organize observations, rather than being inherently "correct." The idea of the universe having 11 dimensions is questioned, as it may raise more questions than it answers.
  • #1
m_brain
I just read a book by Davies and Brown entitled
"_Superstrings:_A_Theory_of_Everything_?"

They dismiss 11D theory as having a fatal flaw: -"A distinctive element
of the weak interaction is that it breaks left-right mirror symmetry.
This implies that elementary particles must be endowed with a definite
handedness, or 'chirality'...It turns out that definite chirality only
exists in spaces with an odd number of dimensions. This means that
space must have an odd number of dimensions, and hence spacetime must
have an even number of dimensions, otherwise there would be no
chirality in the laws of nature. In short, eleven spacetime dimensions
won't work."-

Any thoughts?

[Moderator's note: While it's true that M-theory on smooth spaces gives
left-right symmetric physics, M-theory compactified on singular spaces
generically leads to asymmetric, chiral theories. This is why M-theory
on singular G_2 manifolds offers realistic backgrounds that may match
reality. Another way how chiral, asymmetric theories can occur from
M-theory is in the context of M-theory on two-torus which is not a
9-dimensional symmetric theory but a 10-dimensional asymmetric one. LM]

--
m_brain
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  • #2
There are better reasons for why 11 dimensional spacetime is rediculous.

[Moderator's note: The word should be spelled "ridiculous". But strictly
speaking, it is not impossible that someone learns how to judge ideas
about quantum gravity before he learns how to write. LM]

Sure Einstein overthrew classical space and time single handedly, but
he was guided by evidence and physical principles.

Remember that scientific theories are not "correct", they only serve to
organize our observations (according to organizational principles.)
Therefore, its not that the universe has 11 dimensions, its that the
best way to explain the universe is using 11 dimensions. And to me, 11
dimensions is not a very good way to explain anything (begs more
questions than it resolves).--
Crosson
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  • #3
What are some of the better reasons?

Crosson Wrote:

> There are better reasons for why 11 dimensional spacetime is rediculous.
>
>
> Sure Einstein overthrew classical space and time single handedly, but
> he was guided by evidence and physical principles.
>
> Remember that scientific theories are not "correct", they only serve to
> organize our observations (according to organizational principles.)
> Therefore, its not that the universe has 11 dimensions, its that the
> best way to explain the universe is using 11 dimensions. And to me, 11
> dimensions is not a very good way to explain anything (begs more
> questions than it resolves).
--
m_brain
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What is 11-Dimensional Chirality?

11-Dimensional Chirality refers to the concept of chirality (or handedness) in an 11-dimensional space. It is a theoretical concept in physics that explores the possibility of additional dimensions beyond the three spatial dimensions and one time dimension that we experience in our everyday lives.

Why is 11-Dimensional Chirality important?

Studying 11-Dimensional Chirality can help us better understand the nature of our universe and the fundamental laws of physics. It also has potential applications in fields such as quantum computing and string theory.

How is 11-Dimensional Chirality different from traditional chirality?

Traditional chirality, also known as 3-Dimensional Chirality, refers to the property of asymmetry in molecules that have the same chemical composition but cannot be superimposed on their mirror images. In contrast, 11-Dimensional Chirality involves asymmetry in a higher-dimensional space beyond our three spatial dimensions.

What are some examples of 11-Dimensional Chirality?

Some theoretical examples of 11-Dimensional Chirality include the spin of particles in 11-dimensional space and the chirality of strings in string theory. However, these concepts have not yet been experimentally proven.

How do scientists study 11-Dimensional Chirality?

Currently, scientists use mathematical models and simulations to study 11-Dimensional Chirality. They also use data from experiments in particle accelerators and observations of the universe to gather evidence for the existence of higher dimensions and their potential impact on chirality.

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