ISSN 1729-5254Majorana Prize
Ettore Majorana
(1906-1938?) "There are many categories of scientists, people of
second and third rank, who do their best, but do not go very far. There are
also people of first-class rank, who make great discoveries, fundamental to
the development of science. But then there are the geniuses, like Galileo and
Enrico Fermi
to Giuseppe
Cocconi. Electronic
Journal of Theoretical Physics aims to promote a style in theoretical physics
able to join together the most advanced researches in different areas with a
critical approach to very foundational questions.
On
the occasion of the Majorana Centenary in 2006 and the editing of the Special
Issue about his Legacy in Contemporary Physics, the Electronic Journal of
Theoretical Physics has established a prize in memory of the great Sicilian
physicist Ettore Majorana (1906 - 1938), universally known for Quantum-Relativistic
Equation for any Spin and Neutrino Mass Theory.
The
"Majorana Medal" is an annual prize of excellence for the
researchers who showed peculiar creativity, critical sense and mathematical
rigour in theoretical physics - in its broadest sense.
The
Majorana Prize committee announces the names of the laureates in January. The
prize is then formally awarded on March 27, the anniversary of Ettore
Majorana disappearance.
The
prize awarded by the Electronic Journal of Theoretical Physics (EJTP)
consists of a medal and an award certificate administrated by the Electronic
Journal of Theoretical Physics (EJTP) copyright and intellectual property.
The prize will be awarded to three different categories:
1- The Best Person in Physics.
2- The Best Special Issue Paper.
3- The Best Paper.
The
first category is a tribute EJTP pays to an outstanding personality in
Physics. The second and third categories are directly related to EJTP
editorial activity.
2006 Majorana
Prizes Laureates: EJTP Best Person in
Physics 2006 Erasmo Recami (Univ. For his fundamental contributions in: Extended
Relativity, in particular on the Theory of Tachyonic Objects and the role of
iper-c velocity in Field Theory; Strong Gravity and Semiclassical Models of
Particle Structure; Analysis of the Tunneling Processes at Imaginary Time. For his constant and critical attention
towards Physics Foundations and its History, as it is shown by his excellent
and fundamental work on Ettore Majorana life and science. Ennakkal Chandy
George Sudarshan ( For his fundamental contributions in: Quantum Field Theory and particle Physics,
in particular on Tachyons; Formalism of Dynamic Maps in Open Quantum Systems;
Sudarshan-Glauber Representation in Quantum Optics. For his epistemological work on Indian
Phylosophy and Modern Physics connections. EJTP Best Paper Special
Issue 2006, "Majorana Legacy": Jason Zimba ( "Anticoherent "
Spin States via the Majorana Representation. For his elegant geometric
representation on� non-local states in
Riemann - Majorana Sphere Abstract: In this article we define and exhibit
'' anticoherent" spin states, which�
are in a sense '' the opposite" of the familiar coherent spin
states. Since the familiar coherent states are as "classical" as
spin states can be, the anticoherent states may turn out to be better
candidates for applications involving non-classical behaviors such as quantum
entanglement.� Thanks to the Majorana
representation of spinors as 2s-tuples of points on the Riemann sphere,
classes of anticoherent states are easy to find; the development of such
examples also leads us into some curious geometry involving the perfect
solids. EJTP Best Annual Paper: Gordon W. Semenoff ( Stretching the Electron as
Far as it Will Go. For their research on
Majorana Zero Modes. Abstract: Effects associated with the existence
of isolated zero modes of Majorana fermions are discussed. It is argued that
the quantization of this system necessarily contains highly extended quantum
states and that populating and depopulating such states by interacting with
the quantum system leads to long-ranged teleportation-like processes. Also
leads to spontaneous violation of fermion parity symmetry. A quasi-realistic
model consisting of a quantum wire embedded in a p-wave superconductor is
discussed as an explicit example of a physical system with an isolated
Majorana zero mode. 2007 Majorana
Prizes Laureates: EJTP Best Person in
Physics 2007: Lee Smolin (Perimeter Institute for Theoretical Physics For his fundamental contributions to
Unified Theories and Quantum Gravity, and - at the same - for his critical
attitude in this field. His mathematical mastery and elegance have never
turned into a rhetorical artifact so making him able to go to the physical
core of the problem and providing the whole community of physicists with an
example of style. EJTP Best Paper Special
Issue 2007, " Physics of
Emergence and Organization": This book has been Published by
the World
Scientific. Eliano Pessa (Centro Interdipartimentale di Scienze Cognitive,
Universit`a di "Phase Transitions in
Biological Matter" EJTP Volume 4, Special Issue 16 part One. Abstract: In this paper we will deal with
usefulness of physical theory of phase transition in order to describe
phenomena of change occurring in the biological world. In particular, we will
assess the role of quantum theory in accounting for the emergence of
different forms of coherence seemingly characterizing a number of biological
behaviours. In this regard we will introduce some arguments that, while
supporting the convenience (as well as the unavoidability) of resorting to a
quantum-theoretical framework to describe biological emergence, point to the
need for a suitable generalization of actual quantum theory. Some possible ways
to achieve such a generalization will be shortly discussed. EJTP Best Annual Paper: Marcello Cini (Dipartimento
di Fisica, Universita� La Sapienza, " Mental and Physical
Objects in Quantum Mechanics: Any Lessons for other Disciplines?" �EJTP Volume 4, Issue 15 (July 2007); Abstract: The standard formulation of Quantum
Mechanics has raised from its beginning animated discussions about the
interpretation of the counterintuitive properties of mental objects (wave
functions or Schr�dinger waves) introduced to represent the properties of the
physical objects.Two questions have since then been formulated to which a
universally accepted answer is still lacking. The first one (Bohr, von
Neumann) concerns the ontological nature of physical reality (the existence
of classical objects) and the role of the observer (wave packet collapse) in
assessing it. The second one is the non local character of quantum physical
quantities (Einstein Podolski Rosen [EPR] long distance correlation of
particles). An alternative formulation of Quantum Mechanics, originally
proposed in 1932 by Eugene Wigner, taken up by Richard Feynman in 1987, and
reelaborated by myself in the years from 1998 to 2003, is possible. The
mental objects of standard Quantum Mechanics (Schr�dinger waves) no longer
appear in this new formulation and are replaced by new ones (Wigner functions)
which do not show any more the puzzling properties which worried Einstein. My
conclusion from the preceding discussion is that different explanations of a
given set of experimental data may be derived according to the different
nature of the mental objects introduced to represent the properties of the
physical objects involved. The confusion between these two kind of objects
may be, however, very misleading. I will finally discuss two examples of this
conclusion from Biology and Economics. 2008 Majorana
Prizes Laureates: EJTP Best Person in
Physics 2008: Geoffrey F. Chew �(Theoretical Physics Group, Physics Division,
Lawrence For his fundamental contributions in
thinking the whole Particle Physics following a philosophy which is giving
new impulses to the most recent Physics' areas and for his latest contributions
on Quantum Cosmology. EJTP Best Paper Special
Issue 2008, " Lev
Davidovich Landau and his Impact on Contemporary Theoretical Physics
(Horizons in World Physics, Volume 264) ": This book has been
Published by the Nova
Science Publishers . "From Landau's Order
Parameter to Modern Disorder Fields ". Abstract: Landau's work was crucial for the
development of the modern theory of phase transitions. He showed that such
transitions can be classified by an order parameter, which in the
low-temperature phase becomes nonzero. Together with Ginzburg he made this
order parameter a spacetime-dependent order field and introduced a local
energy functional whose extrema yield field equations and whose fluctuations
determine the universal critical behavior of second-order transitions. In the
same spirit, but from a dual point of view, I have developed in the last
twenty years a disorder field theory that describes phase transitions via the
statistical mechanics of grand-canonical ensembles of vortex lines in superfluids
and superconductors, or of defect lines in crystals. The Feynman diagrams of
the disorder fields are pictures of the vortex or defect lines. A nonzero
ground state expectation value of the disorder field at high temperature
signalizes the proliferation of line like excitations in the ordered phase.
It was this description of the superconductor that led in 1982 to a first
understanding of the order of the superconducting phase transition. Recent
experimental progress in the critical regime of high-TC
superconductors will be able to verify the predicted tricritical point of the
Ginzburg parameter \kappa \approx 0.8/ \sqrt{2} �where the second-order transition becomes first-order.
S. Esposito and G.
Salesi ( Dipartimento di Scienze Fisiche, Universit`a di
Napoli �Federico II� & I.N.F.N. Sezione di Napoli, Complesso
Universitario di M. S. Angelo, Via Cinthia, 80126 Facolt`a di Ingegneria,
Universita Statale di Bergamo, viale Marconi 5, 24044 Dalmine (BG), Italy &
I.N.F.N. Sezione di Milano, via G. Celoria 16, I-20133 Milan, Italy ) "Generalized
Ginzburg-Landau Models for Non-conventional Superconductors" Abstract: We review some recent extensions of the
Ginzburg-Landau model able to describe several properties of non-conventional
superconductors. In the first extension, s-wave superconductors endowed with
two different critical temperatures are considered, their main
thermodynamical and magnetic properties being calculated and discussed.
Instead in the second extension we describe spin-triplet superconductivity
(with a single critical temperature), studying in detail the main predicted
physical properties. A thorough discussion of the peculiar predictions of our
models and their physical consequences is as well performed. Giuseppe Vitiello (Dipartimento
di Matematica e Informatica Istituto Nazionale di Fisica Nucleare, Gruppo
Collegato di Salerno Quantum Field Theory
Project 2008 "Topological Defects,
Fractals and The Structure of Quantum Field Theory". Abstract: In this paper I discuss the formation
of topological defects in quantum field theory and the relation between
fractals and coherent states. The study of defect formation is particularly
useful in the understanding of the same mathematical structure of quantum
field theory with particular reference to the processes of non-equilibrium
symmetry breaking. The functional realization of fractals in terms of the
q-deformed algebra of coherent states is also presented. From one side, this
sheds some light on the dynamical formation of fractals. From the other side,
it also exhibits the fractal nature of coherent states, thus opening new
perspectives in the analysis of those phenomena where coherent states play a
relevant role. The global nature of fractals appears to emerge from local
deformation processes and fractal properties are incorporated in the
framework of the theory of entire analytical functions. EJTP Best Annual Paper: N. I. Farahat and W.
I. Eshraim (Department of Physics, Islamic " Hamilton-Jacobi
Formulation of A Non-Abelian Yang-Mills Theories" �EJTP Volume 5, Issue 17 (March 2008); Abstract: A non-Abelian theory of fermions
interacting with gauge bosons is treated as a constrained system using the
Hamilton-Jacobi approach. The equations of motion are obtained as total
differential equations in many variables. The integability conditions are
satisfied, and the set of equations of motion is integrable. A comparison
with Dirac�s method is done. 2008 Majorana
Prize committee: Erasmo Recami (Head of the
Committee) Fabio Majorana E.C. George Sudarshan Eliano Pessa Jason Zimba Leonardo Chiatti Ignazio Licata Ammar Sakaji For suggestions and information: majorana[AT]ejtp.info
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