You are assuming in your question that the other universes have a 3+1 geometry. If, instead, they have a 4+0 geometry, there would be no time. For example, they might be Riemannian manifolds as opposed to Lorentzian.
Yes there are different views concerning time and many unanswered questions concerning the nature of time. It is too controversial to assert your view that there is no time. If you are describing the nature of time on the smallest scale you are in one view or another correct. I believe it has been accepted by most scientists accept that what we know as time in our universe does is only a relative relationship to change in space on the large scale. It is still useful in science. At the smallest scale time is illusive and many theoretical approaches drop time from the conclusions. Hawking resorted to imaginary time to get things to work.
www.exactlywhatistime.com
Many different approaches to the riddle of quantum gravity have been proposed over the years, ranging from
string theory and
superstring theory to
M-theory and
brane theory,
supergravity,
loop quantum gravity, etc. This is the cutting edge of modern physics, and if a breakthrough were to occur it would likely be as revolutionary and paradigm-breaking as relativity was in 1905, and could completely change our understanding of time.
Any theory of quantum gravity has to deal with the inherent incompatibilities of quantum theory and relativity, not the least of which is the so-called “
problem of time” – that time is taken to have a different meaning in quantum mechanics and general relativity. This is perhaps best exemplified by the
Wheeler-DeWitt equation, devised by
John Wheeler and
Bruce DeWitt back in the 1970s. Their attempt to unify relativity and quantum mechanics resulted in time essentially disappearing completely from their equations, suggesting that time does not exist at all and that, at its most fundamental level, the universe is timeless. In response to the Wheeler-DeWitt equation, some have concluded that time is a kind of fictitious variable in physics, and that we are perhaps confusing the measurement of different physical variables with the actual existence of something we call time.
Imaginary Time
While looking to connect quantum field theory with statistical mechanics, theoretical physicist
Stephen Hawking introduced a concept he called
imaginary time. Although rather difficult to visualize, imaginary time is not imaginary in the sense of being unreal or made-up. Rather, it bears a similar relationship to normal physical time as the imaginary number scale does to the real numbers in the complex plane, and can perhaps best be portrayed as an axis running perpendicular to that of regular time. It provides a way of looking at the time dimension as if it were a dimension of space, so that it is possible to move forwards and backwards along it, just as one can move right and left or up and down in space.
Despite its rather abstract and counter-intuitive nature, the usefulness of imaginary time arises in its ability to help mathematically to smooth out
gravitational singularities in models of the universe. Normally, singularities (like those at the center of black holes, or the Big Bang itself) pose a problem for physicists, because they are areas where the known physical laws just do not apply. When visualized in imaginary time, however, the singularity is removed and the Big Bang functions like any other point in space-time.
Exactly what such a concept might represent in the real world, though, is unknown, and currently it remains little more than a potentially useful theoretical construct.