activity
20172020
collaborators

7 papers

math-ph2020

Scaling limits of lattice quantum fields by wavelets

Vincenzo Morinelli, Gerardo Morsella, Alexander Stottmeister +1

We present a rigorous renormalization group scheme for lattice quantum field theories in terms of operator algebras. The renormalization group is considered as an inductive system…

physics.med-ph2020

Further comments on "Individual external dose monitoring of all citizens of Date City by passive dosimeter 5 to 51 months after the Fukushima NPP accident (series): 1." : Inconsistencies in Table 1 2014 Q3 and Figure 4f

Shin-ichi Kurokawa, Yutaka Hamaoka, Kyo Kageura +3

We point out serious inconsistencies of the first paper of the series, written by Makoto Miyazaki and Ryugo Hayano, which discusses the correlation between the personal doses of th…

math-ph2018

Solitons and nonsmooth diffeomorphisms in conformal nets

Simone Del Vecchio, Stefano Iovieno, Yoh Tanimoto

We show that any solitonic representation of a conformal (diffeomorphism covariant) net on S^1 has positive energy and construct an uncountable family of mutually inequivalent soli…

math.RT2018

Positive energy representations of Sobolev diffeomorphism groups of the circle

Sebastiano Carpi, Simone Del Vecchio, Stefano Iovieno +1

We show that any positive energy projective unitary representation of Diff(S^1) extends to a strongly continuous projective unitary representation of the fractional Sobolev diffeom…

math-ph2018

Scale and Möbius covariance in two-dimensional Haag-Kastler net

Vincenzo Morinelli, Yoh Tanimoto

Given a two-dimensional Haag-Kastler net which is Poincaré-dilation covariant with additional properties, we prove that it can be extended to a Möbius covariant net. Additional pro…

math-ph2018

Ground state representations of some non-rational conformal nets

Yoh Tanimoto

We construct families of ground state representations of the U(1)-current net and of the Virasoro nets Vir_c with central charge c >= 1. We show that these representations are not…