The theory of strings, sometimes referred to as the theory of everything,i is considered by many

physicists to be the most promising explanation to date for the nature

of ultimate reality. In

other words, a string is not a building block, as we have previously

imagined particles to be.

String Theory

The theory of strings, sometimes

referred to as the theory of everything,i is considered by many

physicists to be the most promising explanation to date for the nature

of ultimate reality. It suggests the possibility that there is a

connection, as well as a separation, between the realms of the material

and consciousness. Both conditions can exist at the same time.

According to physicist David Gross:

There

is about as complete unification as one could desire. Within this

theory one is not saying that there are a few kinds of objects, and

that everything else is built out of them. In some sense, we are saying

that in string theory there is one object.... In the same way that if

you take a violin string, and you pluck it, it has many kinds of

vibrations. So, one violin string can give rise to many sounds. All of

the tones of a vibrating string are different modes of one object....

That is true unification of everything, in that all the particles in

the theory, and all the interactions, the particles that govern

interactions, are all vibrations of the same string.

In

other words, a string is not a building block, as we have previously

imagined particles to be. Apparently the universe is not made by adding

a bunch of strings together in different combinations to create all the

different things we observe, such as giraffes and people, buildings and

stars. In Gross’s view, there is only one string.

If physical

reality is not ultimately made out of matter, but rather vibrates out

of something called a string, then it is possible that material reality

and consciousness, rather than being dualistically separate, are

instead intimately connected, affecting each other in mutual feedback

loops. They not only have points at which they interact but are a

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