Automatic Shell Detection in CGPS Data
A numerical code aiming at the automatic detection of spherical expanding HI shells in radio data-cubes is presented. The following
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Electric-Magnetic Duality and the Dualized Standard Model
In these lectures I shall explain how a new-found nonabelian duality can be used to solve some outstanding questions in
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Fermion mass and mixing patterns from a rotating mass matrix
It is shown that all existing data on mixing between up and down fermion states (i.e. CKM matrix and neutrino
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Fermion Mixing and Mass Hierarchy as Consequences of Mass Matrix Rotation
It is shown that a fermion mass matrix changing in orientation (rotating) with changing scales can give a simple yet
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Fermi surface and superconducting gap of triple-layered Bi2Sr2Ca2Cu3O10+d
We present a comprehensive study performed with high-resolution angle-resolved photoemission spectroscopy on triple-layered Bi2Sr2Ca2Cu3O10+d single crystals. By measurements above TC
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Fermi surface map of the single-layer Bi-cuprate Bi_2Sr_(2-x)La_xCuO_(6+delta) at optimal doping
A first Fermi surface map of a single-layer high-Tc superconductor is presented. The experiments were carried out on optimally doped
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Kinematical Lepton Transmutation in $e^+ e^-$ Collision and Vector Boson Decay
The change in orientation in generation space (rotation) of the fermion mass matrix with changing scales can lead to flavour-violations
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Lepton-Flavour Violation in Vector Boson Decays
This paper is subsumed and superseded by hep-ph/0111175.
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Lepton Transmutation in $e^+e^-$ Collision
This paper is subsumed and superseded by hep-ph/0111175.
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On the Statistics of Small Scale Turbulence and its Universality
We present a method how to estimate from experimental data of a turbulent velocity field the drift and the diffusion
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Post-GZK Air Showers, FCNC, Strongly Interacting Neutrinos and Duality
A review is given on the recently proposed idea that air showers with energy $> 10^{20}$ eV beyond the Greisen-Zatsepin-Kuz'min
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Some uses of moduli spaces in particle and field theory
In this talk I shall try to give an elementary introduction to certain areas of mathematical physics where the idea
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St. Petersburg Conference on Physics of Neutron Stars, 2001
The Programme and Abstracts booklet of the sixth Conference on "Physics of Neutron Stars" held at the Ioffe Physical Technical
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Suggestions for Identifying the Primary of Post-GZK Air Showers
A procedure is suggested for systematically narrowing the choice of possible primaries for (UHECR) air showers with energies beyond the
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Symmetry and symmetry breaking in particle physics
Symmetry, in particular gauge symmetry, is a fundamental principle in theoretical physics. It is intimately connected to the geometry of
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The $\bm{e^- e^-}$ mode of LC: opportunities to discover loop-level lepton flavor (number) violation
The $e^- e^-$ mode with lepton number $L=+2$ of the initial state is particularly suitable for studying lepton and flavor
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The Dualized Standard Model and its Applications---an Interim Report
Based on a nonabelian generalization of electric-magnetic duality, the Dualized Standard Model (DSM) suggests a natural explanation for exactly 3
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The nature of iron-oxygen vacancy defect centers in PbTiO3
The iron(III) center in ferroelectric PbTiO3 together with an oxygen vacancy forms a charged defect associate, oriented along the crystallographic
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Thermal conductivity of superconducting MgB2
Thermal conductivity of superconducting MgB2 was studied in both the superconducting and the normal state region. The latter is almost
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Yang--Mills duality as origin of generations, quark mixing and neutrino oscillations
The origin of fermion generations is one of the great mysteries in particle physics. We consider here a possible solution
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Responses of Ensemble Neurons to Spike-Train Signals with Independent Noises: Stochastic Resonance and Spike Variability
Responses have been numerically studied of an ensemble of $N$ (=1, 10, and 100) Hodgkin-Huxley (HH) neurons to coherent spike-train
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Stringy Hodge numbers and Virasoro algebra
Let $X$ be an arbitrary smooth $n$-dimensional projective variety. It was discovered by Libgober and Wood that the product of
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Differential 3-knots in 5-space with and without self intersections
Regular homotopy classes of immersions of a 3-sphere in 5-space constitute an infinite cyclic group. The classes containing embeddings form
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Field Theory Analysis of Laplacian Growth Models
We consider Laplacian growth problems using a field theory approach. In particular we consider the Saffman-Taylor (ST) problem. The idealized
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