Theory of everything: what scientists are dreaming about
Brief description:
At last, what if one thing is massive, small, and fast? This is the smallest scale conceivable, the so-called Planck scale at which the matter and space-time are expected to get blurred into one only concept. That's the realm of what scientists often call the theory of everything. However, what is this scientific model and how bizarre it could be, nobody really knows yet.
Over the last 50 years, scientists have come up with many intriguing ideas. We still have a long way to go, as the Planck scale is fifteen orders of magnitude away from modern experiments, roughly the same number of orders that ancient Greeks were away from modern science. We can only wonder how many new exciting discoveries await us falling down such world!
Approximate plan for the lecture:
Part I - Standard model and Beyond
All objects in Nature come as the result of a balance
Chemical matter - electricity vs quantum uncertainty
Stars - electricity vs gravity vs fusion
Baryon (neutron) matter - gravity vs quantum uncertainty
Black holes - gravity vs mass-energy
Compton bound on the matter size - quantum uncertainty vs mass-energy
Microscopic laws = quantum principle + symmetry
Problems with infinities. Planck formula and discovery of quantum mechanics. Cosmic Microwave Background
Gauge symmetries - all known interactions is a geometry
Taming infinities - controllable and incontrollable models
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Asymptotic freedom. Quark-gluon plasma.
Beyond Baryons. Unification of electromagnetic and weak forces. Towards Grand Unification scales
Part II- Towards theory of Quantum gravity
Problems with gravity
Dark matter
Vacuum is non-empty: Casimir effect. Cosmological constant problem
So what's the problem with quantising gravity?
Candidates for quantum gravity theories (a selected sublist)
Loop quantum gravity: Pick better observables
String theory: No more point particles
Casual dynamical triangulations: Discretise space-time as in a computer game
Holography
Hawking radiation and entropy of black holes
Gauge/gravity correspondence
Back to the real world: Applications
Conclusion