12 citations · 41 across the 19 of their papers we have counts for
19 papers
Cournot's principle for measure-theoretic probability
Bruno Galvan
The problem of relating the mathematics of probability theory to the empirical world of experiments has been debated for centuries. One of the oldest solutions proposed for this pr…
Nonprobabilistic typicality with application to quantum mechanics
Bruno Galvan
In this paper two hypotheses are developed. The first hypothesis is the existence of random phenomena/experiments in which the events cannot generally be assigned a definite probab…
Asymptotic velocities in quantum and Bohmian mechanics
Bruno Galvan
In this paper the relations between the asymptotic velocity operators of a quantum system and the asymptotic velocities of the associated Bohmian trajectories are studied. In parti…
Quantum field theory without divergence: the method of the interaction operators
Bruno Galvan
The recently proposed interior boundary conditions approach [S. Teufel and R. Tumulka: Avoiding Ultraviolet Divergence by Means of Interior Boundary Conditions, arXiv:1506.00497] i…
Relativistic Bohmian mechanics without a preferred foliation
Bruno Galvan
In non-relativistic Bohmian mechanics the universe is represented by a probability space whose sample space is composed of the Bohmian trajectories. In relativistic Bohmian mechani…
A conjectured class of scale-invariant distances on inner product spaces
Bruno Galvan
Let be an inner product space, and ; the conjecture is made that, for any , the function is a dista…