One of the most fruitful theories of theoretical physics in the last two decades is challenging the assumption that the universe is three dimensional, researchers said.
The "holographic principle" asserts that a mathematical description of the universe actually requires one fewer dimension than it seems.
"What we perceive as three dimensional may just be the image of two dimensional processes on a huge cosmic horizon," researchers said.
Up until now, this principle has only been studied in exotic spaces with negative curvature. However, such spaces are quite different from the space in our own universe.
Holograms are two dimensional, but to us they appear three dimensional. Our universe could behave quite similarly, researchers said.
In 1997, physicist Juan Maldacena proposed the idea that there is a correspondence between gravitational theories in curved anti-de-sitter spaces on the one hand and quantum field theories in spaces with one fewer dimension on the other, said Daniel Grumiller from Vienna University of Technology.
Gravitational phenomena are described in a theory with three spatial dimensions, the behaviour of quantum particles is calculated in a theory with just two spatial dimensions - and the results of both calculations can be mapped onto each other.
They are negatively curved, any object thrown away on a straight line will eventually return.
"Our universe, in contrast, is quite flat - and on astronomic distances, it has positive curvature," said Grumiller.
However, Grumiller has suspected for quite some time that a correspondence principle could also hold true for our real universe.
To test this hypothesis, gravitational theories have to be constructed, which do not require exotic anti-de-sitter spaces, but live in a flat space.
The researchers have now published an article in the journal Physical Review Letters, confirming the validity of the correspondence principle in a flat universe.
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