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This is All you Should Know About "The String Theory"

String theory arrived in the public field in 1988 when a BBC radio series Desperately Seeking Superstrings was aired. Thanks to good marketing and its naturally curious name and characteristics, it is now part of popular discourse, mentioned in TV’s Big Bang Theory, Woody Allen stories, and countless science documentaries.

But what is string theory and why does it find itself covered in controversy?

Life, the universe and the theory of everything:

Today we think of string theory in two ways. It’s understood as a theory of everything – that is, a theory that purposes to explain all four forces of nature within a single hypothetical scheme.

These forces are:
  • Electromagnetic force
  • Gravitational force
  • Weak nuclear force
  • Strong nuclear force.

Electromagnetism and gravity are acquainted to most people. The nuclear forces happen at a subatomic level, and are invisible to the naked eye. String theory is also utilized to explain quantum gravity, a theory that joins Einstein’s theory of gravity and the principles of quantum theory.

Tangled beginnings:

But string theory started life more humbly, as a way to define strongly interacting particles called hadrons. Hadrons are now known to be made of quarks linked with gluons but string theory observed them as quarks joined by strings (tubes of energy).

Understood this way, string theory buckled under both new experimental proof (leading to the highest of quantum chromodynamics which describes the connections of quarks and gluons) and also internal problems. String theory involved too many particles, as well as a massless particle with so-called spin 2 – spin being the name used for the angular momentum of particles. As it occurs, this is precisely the property possessed by the graviton – the transporter of gravitational force in the particle physics picture of the world.

Beyond four dimensions:

This finding meant that with a bit of skilful rebranding (and rescaling the energy of the strings to contest the strength of gravitation), string theory shed its hadronic past and was born-again as a quantum theory of gravity. All those other particles that were also difficult for the original string theory were capable of capturing the remaining non-gravitational forces too. This is how string theory took on its present role as describing all four forces together: a theory of everything.

But it could not shed many of its curious features. One such feature was the need of many more space-time dimensions than are really seen.

In a “bosonic” form of string theory (i.e. without matter or fermions, there would have to be 21 dimensions – 20 space dimensions and one time dimension. In a theory with fermions, there would have to be nine space dimensions and one temporal, ten dimensions all together. The problem is that we only observe four dimensions: height, width, depth (all spatial) and time (temporal).

Supersizing symmetry, downsizing dimensions:

The “super” in “superstring theory” refers to symmetry, known as supersymmetry, connecting bosons and fermions. There are five probable theories that include matter in ten dimensions. This was formerly taken as a problem since it was projected that a theory of everything should be unique. The six hidden dimensions (ten minus the four dimensions of everyday life) are made too small to be seen, using a process known as compactification.

Beautiful Maths:

It is from this process that much of the extremely beautiful (and cruelly difficult) mathematics involved in string theory stems. We have no problem thinking of each occasion in the world as labelled by four numbers or coordinates (e.g., x,y,z,t). A string-theoretic world adds another six coordinates, only they are wrinkled into a tiny space of radius related to the string length, so we do not see them.

But, according to string theory, their influence can be observed indirectly by the way strings moving through spacetime will wrap around those crumpled, curled up directions. There are very many ways of concealing those six dimensions, yielding more probable stringy worlds (possibly as many as 10500!).

How long is a piece of string?

This is why string theory is so controversial. It apparently loses all predictive power since we have no way of separating our world between this plenitude. And what good is a scientific theory if it cannot make predictions?

One response is to say that these numerous theories are not in fact so different. In fact there are all sorts of strict relations known as dualities connecting them. More current progresses based on these dualities include a new type of object with higher dimensions – so called Dp-branes. These too can wrap around the dense dimensions to make possibly visible effects.

Most outstandingly, they can also deliver boundaries on which endpoints of strings sit. Just to confuse things more, a new kind of theory has been found, this time in 11 dimensions: 11 dimensional supergravity - it is also very attractive mathematically.

Dial M for Multiverse:

String theorists are fond of saying that these six theories are features (special limits) of a deeper fundamental theory, known as M-theory. In this way, individuality is restored.

Or is it?

We still have the spectre of the 10500 solutions or worlds. The great hope is that the numeral solutions with features like our own world’s (with its four noticeable dimensions, particles of numerous types interacting with particular strengths, conscious observers, and so on) will be small enough to be capable of extracting testable predictions.

So far, though, the only actual way of getting our world out of the theory includes the use of a multiverse (a realistically interpreted ensemble of string theoretic worlds with differing physical properties) joint with the anthropic principle (only some of these worlds have what it takes to support humans).

Unnecessary to say, this does not completely sit easy with critics of string theory!

But string theory has been making strides in other areas of physics, remarkably in the physics of plasmas and of superconductors. Whether this success can be repeated within its proper realm (fundamental physics) remains to be seen.

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