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4/3-006 - TH Conference Room (CERN)

Description

**Short description**

Theories with (classical or quantum) scale-invariance provide a dynamical origin of all mass scales and present a number of interesting aspects: they are an appealing framework to address the hierarchy problem and lead to naturally flat inflationary potentials and dark matter candidates. The aim of the meeting is to discuss scale invariance in particle physics and cosmology.

This theory institute is supported by the CERN-Korea collaboration program and the ERC grants NEO-NAT and NuBSM.

**Organizers**: A. Eichhorn, H. M. Lee, S. C. Park, J. Rubio, A. Salvio, S. Sibiryakov, M. Shaposhnikov, A. Strumia, C. Wetterich

**Partial list of speakers**:

- Steven Abel
- Damiano Anselmi
- Fedor Bezrukov
- John Donoghue
- Astrid Eichhorn
- Dumitru Ghilencea
- Jinn-Ouk Gong
- Christopher T. Hill
- Bob Holdom
- Deog-Ki Hong
- Gerard 't Hooft
- Sang Hui Im
- D. R. Timothy Jones
- Elias Kiritsis
- Archil Kobakhidze
- Manfred Lindner
- Anupam Mazumdar
- Philip Mannheim
- Hermann Nicolai
- Kin-ya Oda
- Roberto Percacci
- Eliezer Rabinovici
- Graham Ross
- Javier Rubio
- Alberto Salvio
- Francesco Sannino
- Kellog Stelle
- Christof Wetterich

**Practical information**: There is no registration fee. A limited number of rooms have already been pre-booked at CERN hotels, please contact THworkshops.secretariat@cern.ch (after registration) if you want to stay there during the meeting.

The deadline for registration was on 1 December 2018 and, therefore, the registration is now closed.

**Extended description**

The synergy of the Standard Model of particle physics and General Relativity led to a consistent framework that has been confirmed by numerous experiments and observations. In spite of their undeniable success, these theories cannot be considered as complete theories of Nature. On the one hand, they fail to explain basic observational facts such as the existence of neutrino masses, the presence of a sizable dark matter component or the matter-antimatter asymmetry of the Universe. On the other hand, there is no satisfactory account of tiny dimensionless ratios, such as the Fermi scale over the Planck scale (hierarchy problem), or the dark energy density or cosmological constant in units of the Planck mass.

The discovery of a relatively light Higgs boson at the LHC together with the absence of new physics beyond the Standard Model rejuvenated scale symmetry as an appealing scenario where to address the hierarchy problem. This symmetry consists of a common multiplicative scaling of all fields according to their dimension. No dimensional parameters are allowed to appear in the action. In particular, dilatation symmetry ensures the absence of a Higgs mass term.

In order to describe the appearance of physical scales, a viable scale-invariant theory should exhibit dilatation symmetry breaking in one way or another. This symmetry breaking could be explicit as a consequence of dimensional transmutation, as happens for instance in QCD. In this case, the dilatation symmetry is anomalous and appears only in the vicinity of non-trivial fixed points. In addition, spontaneous scale symmetry breaking driven, for instance, by the vacuum expectation value of a scalar field, could provide particle masses even in the absence of explicit mass terms. In this type of scenarios, scale invariance can be preserved at the quantum level by means of a scale-invariant regularization prescription or as a consequence of a fixed point of running couplings.

The inclusion of gravity in the aforementioned scale-invariant framework might have far-reaching consequences. On the one hand, the breaking of the continuous dilatation symmetry translates into the appearance of a pseudo-Goldstone boson or dilaton which, due to its small mass, could potentially contribute to the early and late time acceleration of the Universe or to the number of relativistic degrees of freedom at big bang nucleosynthesis and recombination. On the other hand, the small value of the Higgs mass at the Planck scale and the associated emergence of scale invariance could be a natural consequence of asymptotic safety, as already suggested by several functional renormalization group studies.

Participants

- Alberto Salvio
- Alessandro Strumia
- Alexander Helmboldt
- Alexander Vikman
- Alexandros Karam
- Andi Hektor
- Andrey Shkerin
- Anna Tokareva
- Anupam Mazumdar
- Archil Kobakhidze
- Ariel Edery
- Astrid Eichhorn
- Bob Holdom
- Bogumila Swiezewska
- Chris Ripken
- Christabel Powell
- Christof Wetterich
- Christopher Hill
- Damiano Anselmi
- Daniel Elander
- Daniele Teresi
- Deog Ki Hong
- Dumitru Ghilencea
- Eduardo Guendelman
- Elias Kiritsis
- Eliezer Rabinovici
- Erwin Tanin
- Fedor Bezrukov
- Filipe de Oliveira Salles
- Francesco Sannino
- Gabriel Menezes
- Georgios Karananas
- Gerardus 't Hooft
- Graham Ross
- Guido Martinelli
- Hang Bae Kim
- Hardi Veermäe
- Hermann Nicolai
- Hisashi Okui
- Hye-Sung Lee
- Hyun Min Lee
- Jan Kwapisz
- Jason L Evans
- Javier Rubio
- Jinn-Ouk Gong
- John Donoghue
- Kellog Stelle
- Kin-ya Oda
- Kohei Kamada
- Leonardo Modesto
- Manfred Lindner
- Mario Herrero Valea
- Masatoshi Yamada
- Massimiliano Rinaldi
- Matti Heikinheimo
- Michele Frigerio
- Mikhail Shaposhnikov
- Minho SON
- Nava Gaddam
- Nikolaos Tetradis
- Petr Jizba
- Philip Mannheim
- pyungwon ko
- Roberto Franceschini
- Roberto Percacci
- Ruiwen Ouyang
- Sang Hui Im
- Satoshi Iso
- Seong Chan Park
- Seung J. Lee
- Silvia De Bianchi
- Silvia Vicentini
- Sin Kyu Kang
- SRIJA CHAKRABORTY
- Steven Abel
- Tommi Markkanen
- Tommi Tenkanen
- Vedran Brdar
- Vladimir Prochazka
- Wanil Park

Webcast

There is a live webcast for this event

TH secretariat