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The Pauli sum rules imply BSM physics
Matt Visser
Some 67 years ago (1951) Wolfgang Pauli mooted the three sum rules: \[ \sum_n (-1)^{2S_n} g_n = 0; \qquad \sum_n (-1)^{2S_n} g_n \; m_n^2 =0; \qquad \sum_n (-1)^{2S_n} g_n \; m_n^4…
Area products for stationary black hole horizons
Matt Visser
Area products for multi-horizon stationary black holes often have intriguing properties, and are often (though not always) independent of the mass of the black hole itself (dependi…
Conservative entropic forces
Matt Visser
Entropic forces have recently attracted considerable attention as ways to reformulate, retrodict, and perhaps even "explain'" classical Newtonian gravity from a rather specific the…
From dispersion relations to spectral dimension - and back again
Thomas P. Sotiriou, Matt Visser, Silke Weinfurtner
The so-called spectral dimension is a scale-dependent number associated with both geometries and field theories that has recently attracted much attention, driven largely though no…
Status of Horava gravity: A personal perspective
Matt Visser
Horava gravity is a relatively recent (Jan 2009) idea in theoretical physics for trying to develop a quantum field theory of gravity. It is not a string theory, nor loop quantum gr…
Lower-dimensional Horava-Lifshitz gravity
Thomas P. Sotiriou, Matt Visser, Silke Weinfurtner
We consider Horava-Lifshitz gravity in both 1+1 and 2+1 dimensions. These lower-dimensional versions of Horava-Lifshitz gravity are simple enough to be explicitly tractable, but st…