932 research outputs found
Individual Risk Management for Digital Payment Systems
Despite existing security standards and security technologies, such as secure hardware, gaps between users’ demand for security and the security offered by a payment system can still remain. These security gaps imply risks for users. In this paper, we introduce a framework for the management of those risks. As a result, we present an instrument enabling users to evaluate eventual risks related with digital payment systems and to handle these risks with technical and economic instruments.Payment Systems, Digital Money
Effects and Propositions
The quantum logical and quantum information-theoretic traditions have exerted
an especially powerful influence on Bub's thinking about the conceptual
foundations of quantum mechanics. This paper discusses both the quantum logical
and information-theoretic traditions from the point of view of their
representational frameworks. I argue that it is at this level, at the level of
its framework, that the quantum logical tradition has retained its centrality
to Bub's thought. It is further argued that there is implicit in the quantum
information-theoretic tradition a set of ideas that mark a genuinely new
alternative to the framework of quantum logic. These ideas are of considerable
interest for the philosophy of quantum mechanics, a claim which I defend with
an extended discussion of their application to our understanding of the
philosophical significance of the no hidden variable theorem of Kochen and
Specker.Comment: Presented to the 2007 conference, New Directions in the Foundations
of Physic
Individual Risk Management for Digital Payment Systems
Despite existing security standards and security technologies, such as secure hardware, gaps between users’ demand for security and the security offered by a payment system can still remain. These security gaps imply risks for users. In this paper, we introduce a framework for the management of those risks. As a result, we present an instrument enabling users to evaluate eventual risks related with digital payment systems and to handle these risks with technical and economic instruments
Angular momentum effects in Michelson-Morley type experiments
The effect of the angular momentum density of a gravitational source on the
times of flight of light rays in an interferometer is analyzed. The calculation
is made imagining that the interferometer is at the equator of the gravity
source and, as long as possible, the metric, provided it is stationary and
axisymmetric, is not approximated. Finally, in order to evaluate the size of
the effect in the case of the Earth a weak field approximation is introduced.
For laboratory scales and non-geodesic paths the correction turns out to be
comparable with the sensitivity expected in gravitational waves interferometric
detectors, whereas it drops under the threshold of detectability when using
free (geodesic) light rays.Comment: 12 pages, LaTeX; more about the detection technique, references
added; accepted for publication in GR
Vienna Circle and Logical Analysis of Relativity Theory
In this paper we present some of our school's results in the area of building
up relativity theory (RT) as a hierarchy of theories in the sense of logic. We
use plain first-order logic (FOL) as in the foundation of mathematics (FOM) and
we build on experience gained in FOM.
The main aims of our school are the following: We want to base the theory on
simple, unambiguous axioms with clear meanings. It should be absolutely
understandable for any reader what the axioms say and the reader can decide
about each axiom whether he likes it. The theory should be built up from these
axioms in a straightforward, logical manner. We want to provide an analysis of
the logical structure of the theory. We investigate which axioms are needed for
which predictions of RT. We want to make RT more transparent logically, easier
to understand, easier to change, modular, and easier to teach. We want to
obtain deeper understanding of RT.
Our work can be considered as a case-study showing that the Vienna Circle's
(VC) approach to doing science is workable and fruitful when performed with
using the insights and tools of mathematical logic acquired since its formation
years at the very time of the VC activity. We think that logical positivism was
based on the insight and anticipation of what mathematical logic is capable
when elaborated to some depth. Logical positivism, in great part represented by
VC, influenced and took part in the birth of modern mathematical logic. The
members of VC were brave forerunners and pioneers.Comment: 25 pages, 1 firgure
Field desorption ion source development for neutron generators
A new approach to deuterium ion sources for deuterium-tritium neutron
generators is being developed. The source is based upon the field desorption of
deuterium from the surfaces of metal tips. Field desorption studies of
microfabricated field emitter tip arrays have been conducted for the first
time. Maximum fields of 30 V/nm have been applied to the array tip surfaces to
date, although achieving fields of 20 V/nm to possibly 25 V/nm is more typical.
Both the desorption of atomic deuterium ions and the gas phase field ionization
of molecular deuterium has been observed at fields of roughly 20 V/nm and 20-30
V/nm, respectively, at room temperature. The desorption of common surface
adsorbates, such as hydrogen, carbon, water, and carbon monoxide is observed at
fields exceeding ~10 V/nm. In vacuo heating of the arrays to temperatures of
the order of 800 C can be effective in removing many of the surface
contaminants observed
Generalized quantum tomographic maps
Some non-linear generalizations of classical Radon tomography were recently
introduced by M. Asorey et al [Phys. Rev. A 77, 042115 (2008), where the
straight lines of the standard Radon map are replaced by quadratic curves
(ellipses, hyperbolas, circles) or quadratic surfaces (ellipsoids,
hyperboloids, spheres). We consider here the quantum version of this novel
non-linear approach and obtain, by systematic use of the Weyl map, a
tomographic encoding approach to quantum states. Non-linear quantum tomograms
admit a simple formulation within the framework of the star-product
quantization scheme and the reconstruction formulae of the density operators
are explicitly given in a closed form, with an explicit construction of
quantizers and dequantizers. The role of symmetry groups behind the generalized
tomographic maps is analyzed in some detail. We also introduce new
generalizations of the standard singular dequantizers of the symplectic
tomographic schemes, where the Dirac delta-distributions of operator-valued
arguments are replaced by smooth window functions, giving rise to the new
concept of "thick" quantum tomography. Applications for quantum state
measurements of photons and matter waves are discussed.Comment: 8 page
Is Quantum Mechanics Compatible with an Entirely Deterministic Universe?
A b s t r a c t It will be argued that 1) the Bell inequalities are not
equivalent with those inequalities derived by Pitowsky and others that indicate
the Kolmogorovity of a probability model, 2) the original Bell inequalities are
irrelevant to both the question of whether or not quantum mechanics is a
Kolmogorovian theory as well as the problem of determinism, whereas 3) the
Pitowsky type inequalities are not violated by quantum mechanics, hence 4)
quantum mechanics is a Kolmogorovian probability theory, therefore, 5) it is
compatible with an entirely deterministic universe.Comment: 15 pages, (compressed and uuencoded) Postscript (188 kb), preprint
94/0
A note on light velocity anisotropy
It is proved that in experiments on or near the Earth, no anisotropy in the
one-way velocity of light may be detected. The very accurate experiments which
have been performed to detect such an effect are to be considered significant
tests of both special relativity and the equivalence principleComment: 8 pages, LaTex, Gen. Relat. Grav. accepte
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