Articles
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08/28/2010--
06/15/2009
Measurement of the two neutrino double beta decay half-life of Zr-96 with the NEMO-3 detector
Using 9.4 g of Zr-96 and 1221 days of data from the NEMO-3 detector
corresponding to 0.031 kg yr, the obtained 2vbb decay half-life measurement is
[2.35 +/- 0.14(stat) +/- 0.16(syst)] x 10^19 yr. Different characteristics of
the final state electrons have been studied, such as the energy sum, individual
electron energy, and angular distribution. The 2v nuclear matrix element is
extracted using the measured 2vbb half-life and is 0.049 +/- 0.002. Constraints
on 0vbb decay have also been set.
J. Argyriades
R. Arnold
C. Augier
J. Baker
A. S. Barabash
A. Basharina-Freshville
M. Bongrand
G. Broudin-Bay
V. Brudanin
A. J. Caffrey
A. Chapon
E. Chauveau
Z. Daraktchieva
D. Durand
V. Egorov
N. Fatemi-Ghomi
R. Flack
B. Guillon
Ph. Hubert
S. Jullian
M. Kauer
S. King
A. Klimenko
O. Kochetov
S. I. Konovalov
V. Kovalenko
D. Lalanne
T. Lamhamdi
K. Lang
Y. Lemiere
C. Longuemare
G. Lutter
F. Mamedov
Ch. Marquet
J. Martin-Albo
F. Mauger
A. Nachab
I. Nasteva
I. Nemchenok
C. H. Nguyen
F. Nova
P. Novella
H. Ohsumi
R. B. Pahlka
F. Perrot
F. Piquemal
J. L. Reyss
J. S. Ricol
R. Saakyan
X. Sarazin
Yu. Shitov
L. Simard
F. Simkovic
A. Smolnikov
S. Snow
S. Soldner-Rembold
I. Stekl
J. Suhonen
C. S. Sutton
G. Szklarz
J. Thomas
V. Timkin
V. I. Tretyak
V. Umatov
L. Vala
I. Vanyushin
V. Vasiliev
V. Vorobel
Ts. Vylov
03/08/2007--
03/08/2007
Sofic Trace of a Cellular Automaton
The trace subshift of a cellular automaton is the subshift of all possible
columns that may appear in a space-time diagram, ie the infinite sequence of
states of a particular cell of a configuration; in the language of symbolic
dynamics one says that it is a factor system. In this paper we study conditions
for a sofic subshift to be the trace of a cellular automaton.
Julien Cervelle
Enrico Formenti
Pierre Guillon
10/19/2011--
04/27/2010
Asymptotic behavior of dynamical systems and cellular automata
We study discrete dynamical systems through the topological concepts of limit
set, which consists of all points that can be reached arbitrarily late, and
asymptotic set, which consists of all adhering values of orbits. In particular,
we deal with the case when each of these are a singleton, or when the
restriction of the system is periodic on them, and show that this is equivalent
to some simple dynamics in the case of subshifts or cellular automata.
Moreover, we deal with the stability of these properties with respect to some
simulation notions.
Guillon Pierre
Richard Gaétan
02/17/2011--
02/17/2011
Traced communication complexity of cellular automata
We study cellular automata with respect to a new communication complexity
problem: each of two players know half of some finite word, and must be able to
tell whether the state of the central cell will follow a given evolution, by
communicating as little as possible between each other. We present some links
with classical dynamical concepts, especially equicontinuity, expansiveness,
entropy and give the asymptotic communication complexity of most elementary
cellular automata.
Eric Goles
Pierre Guillon
Ivan Rapaport
10/10/2017--
10/10/2017
Wavefront-sensing with a thin diffuser
We propose and implement a broadband, compact, and low-cost wavefront sensing
scheme by simply placing a thin diffuser in the close vicinity of a camera. The
local wavefront gradient is determined from the local translation of the
speckle pattern. The translation vector map is computed thanks to a fast
diffeomorphic image registration algorithm and integrated to reconstruct the
wavefront profile. The simple translation of speckle grains under local
wavefront tip/tilt is ensured by the so-called "memory effect" of the diffuser.
Quantitative wavefront measurements are experimentally demonstrated both for
the few first Zernike polynomials and for phase-imaging applications requiring
high resolution. We finally provided a theoretical description of the
resolution limit that is supported experimentally.
Pascal Berto
Hervé Rigneault
Marc Guillon
05/09/2019--
08/27/2018
The generic limit set of cellular automata
In this article, we consider a topological dynamical system. The generic
limit set is the smallest closed subset which has a comeager realm of
attraction. We study some of its topological properties, and the links with
equicontinuity and sensitivity. We emphasize the case of cellular automata, for
which the generic limit set is included in all subshift attractors, and discuss
directional dynamics, as well as the link with measure-theoretical similar
notions.
Saliha Djenaoui
Pierre Guillon
12/30/2010--
03/02/2010
Zigzags in Turing machines
We study one-head machines through symbolic and topological dynamics. In
particular, a subshift is associated to the subshift, and we are interested in
its complexity in terms of realtime recognition. We emphasize the class of
one-head machines whose subshift can be recognized by a deterministic pushdown
automaton. We prove that this class corresponds to particular restrictions on
the head movement, and to equicontinuity in associated dynamical systems.
Anahi Gajardo
Pierre Guillon
12/03/2010--
12/03/2010
Decomposition Complexity
We consider a problem of decomposition of a ternary function into a
composition of binary ones from the viewpoint of communication complexity and
algorithmic information theory as well as some applications to cellular
automata.
Alexander Shen
02/06/2019--
02/06/2019
A note on directional closing
We show that directional closing in the sense of Guillon-Kari-Zinoviadis and
Franks-Kra is not closed under conjugacy. This implies that being polygonal in
the sense of Franks-Kra is not closed under conjugacy.
Ville Salo
11/23/2010--
05/07/2010
Probing New Physics Models of Neutrinoless Double Beta Decay with SuperNEMO
The possibility to probe new physics scenarios of light Majorana neutrino
exchange and right-handed currents at the planned next generation neutrinoless
double beta decay experiment SuperNEMO is discussed. Its ability to study
different isotopes and track the outgoing electrons provides the means to
discriminate different underlying mechanisms for the neutrinoless double beta
decay by measuring the decay half-life and the electron angular and energy
distributions.
R. Arnold
C. Augier
J. Baker
A. S. Barabash
A. Basharina-Freshville
M. Bongrand
V. Brudanin
A. J. Caffrey
S. Cebrián
A. Chapon
E. Chauveau
Th. Dafni
F. F. Deppisch
J. Diaz
D. Durand
V. Egorov
J. J. Evans
R. Flack
K-I. Fushima
I. García Irastorza
X. Garrido
H. Gómez
B. Guillon
A. Holin
K. Holy
J. J. Horkley
Ph. Hubert
C. Hugon
F. J. Iguaz
N. Ishihara
C. M. Jackson
S. Jullian
M. Kauer
O. Kochetov
S. I. Konovalov
V. Kovalenko
T. Lamhamdi
K. Lang
G. Lutter
G. Luzón
F. Mamedov
Ch. Marquet
F. Mauger
F. Monrabal
A. Nachab
I. Nasteva
I. Nemchenok
C. H. Nguyen
M. Nomachi
F. Nova
H. Ohsumi
R. B. Pahlka
F. Perrot
F. Piquemal
P. P. Povinec
B. Richards
J. S. Ricol
C. L. Riddle
A. Rodríguez
R. Saakyan
X. Sarazin
J. K. Sedgbeer
L. Serra
Yu. Shitov
L. Simard
F. Šimkovic
S. Söldner-Rembold
I. Štekl
C. S. Sutton
Y. Tamagawa
J. Thomas
V. Timkin
V. Tretyak
Vl. I. Tretyak
V. I. Umatov
I. A. Vanyushin
R. Vasiliev
V. Vasiliev
V. Vorobel
D. Waters
N. Yahlali
A. Žukauskas
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