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BY EXTENSION. “So far we have applied the HFC to the present and recent cosmic eras. But what about the early universe?” https://lnkd.in/eA85pA5X View in LinkedIn

INFINITE PROBABILITIES. “The number operator and Hamiltonian, etc., are both nonlocal and nonpolynomial in the field operators. This property of non-locality will be useful later in the discussion of the early Universe.” https://lnkd.in/eA85pA5X View in LinkedIn

NOT LOCAL. “Their quanta are extended (consistent with what we show above for dark energy).” https://lnkd.in/eA85pA5X View in LinkedIn

INFINITE STATS. “The fields associated with infinite statistics are not local, neither in the sense that their observables commute at spacelike separation nor in the sense that their observables are pointlike functionals of the fields.” https://lnkd.in/eA85pA5X View in LinkedIn

DIFFERENT PROBABILITIES. “We conclude that the “particles” constituting dark energy obey infinite statistics, rather than the familiar Fermi or Bose statistics.” https://lnkd.in/eA85pA5X View in LinkedIn

Open to guesses. View in LinkedIn

INEVITABLE Q. “How do these long-wavelength quanta differ from ordinary particles?” https://lnkd.in/eA85pA5X View in LinkedIn

RIVERS AND RIPPLES. “A physical system is described by an operator. The eigenvalue of the operator contains only partial information of the system. This is the reason why one cannot hear the shape of a drum. Nevertheless, the information embedded in eigenvalues, though partial, is of special importance.” https://lnkd.in/gMu-_FxR View in LinkedIn

A bit of graffiti along tbe river in Girona that has a remarkable anima. View in LinkedIn

SPECIFICALLY. ‘The case for dark energy in the current/recent (“late”) universe was proposed before, while the case for cosmic inflation in the early Universe is the main focus of this Letter.” https://lnkd.in/eA85pA5X View in LinkedIn