Four-dimensional
False vacuum decay in quantum mechanics and four dimensional scalar field theory
... apparently not enough. The aim of this work is to develop a technique for the calculation of two and higher order radiative corrections to the false vacuum decay rate in the framework of four dimensional ...
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Extensive Four-Dimensional Chaos in a Mesoscopic Model of the Electroencephalogram
... Chaos that requires at minimum four degrees of freedom to be adequately described is known as “four-dimensional chaos” (FDC). Lorenz [2] was one of the first to describe this phenomenon in 1984, and ...
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Feasibility of four dimensional preoperative simulation for elbow debridement arthroplasty
... A four-dimensional preoperative simulation system was useful for the surgeon because it enabled detection of the impingement lesions pre- and intraoperatively. We used the three-dimensional CT scan ...
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A new four-dimensional ratcheting boundary : derivation and numerical validation
... new four-dimensional ratcheting boundary is derived analytically for the first time considering the interaction among four types of stresses: constant mechanical membrane stress, mechanical bending ...
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Quantum decoherence in a four-dimensional black hole background
... This entropy represents the number of quantum black hole states that are not dis- tinguishable by traditional measurements using the varieties of hair known in con- ventional local four-dimensional quantum ...
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Four dimensional Galois representations of solvable type and automorphic forms
... We consider in the thesis the case where ρ is a four-dimensional representation of solvable type, i.e., the image of ρ is solvable. We study what is known about Artin’s and Langlands’s conjectures for ρ. ...
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Efficient four-dimensional GLV curve with high security
... We computed the Smith method in SageMath [10] in order to nd curves with high security, combined with a four-dimensional GLV. After searching over some interesting primes, we found couples of curves that ...
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Quantum periods for certain four dimensional Fano manifolds
... Quantum periods for one-, two- and three-dimensional Fano manifolds were computed in [12]. Com- bining these results with Theorem 2.4 allows us to compute the quantum period of any four-dimensional ...
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Quantization of Integrable Systems and Four Dimensional Gauge Theories
... In [57] a quasimap partial compactification of the moduli space of holomorphic maps of a sphere into the affine flag variety LG/T is studied, and the corresponding J - function [28] is shown to obey tautologically a ...
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Some Tauberian theorems for four dimensional Euler and Borel summability
... Nuray and Patterson Advances in Difference Equations (2015) 2015 50 DOI 10 1186/s13662 015 0381 2 R E S E A R C H Open Access Some Tauberian theorems for four dimensional Euler and Borel summability F[.] ...
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Four dimensional generalized difference matrix and some double sequence spaces
... and four-dimensional matri- ces (see ...of four-dimensional generalized difference matrix B(r, s, t, u) on some double sequence spaces and examined some topolog- ical ...of ...
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Four-Dimensional Interactive Visualization System for Transportation Management and Traveler Information
... 152 This research developed a system for visualizing four-dimensional (4-D), real-time transportation data for the major road networks of Washington, D.C., Northern Virginia, and the entire state of ...
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Four-dimensional energy spectrum for space–time structure of plasma turbulence
... cent achievements of multi-spacecraft mission Cluster (Es- coubet et al., 2001) is the fact that spatial and temporal varia- tions can be distinguished in the measurements. Furthermore, three-dimensional spatial ...
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FourQ: four-dimensional decompositions on a Q-curve over the Mersenne prime
... supporting four-dimensional decompositions over this field would, to our knowledge, require increasing the degree of the Q-curve family beyond d = 7, for which explicit constructions are currently limited ...
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FOUR-DIMENSIONAL ALMOST EINSTEIN MANIFOLDS WITH SKEW-CIRCULANT STRUCTURES
... Abstract: We consider a four-dimensional Riemannian manifold M with an additional structure S, whose fourth power is minus identity. In a local coordinate system the components of the metric g and the ...
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Quantum measurement in dual four dimensional space time quantum mechanics
... not given by the God. Thus Einstein’s “God does not roll the dice” problem is solved. The physical reality in dual-four- dimensional quantum mechanics is field matter sphere and its description is complete. ...
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Comparison of planning target volumes based on three-dimensional and four-dimensional CT imaging of thoracic esophageal cancer
... and four-dimensional CT images of thoracic esophageal cancer as a poster presentation with interim ...and four- dimensional CT images of thoracic esophageal ...
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2. Spacelike factorable surfaces in four-dimensional Minkowski space
... Milousheva, An invariant theory of Marginally Trapped Surfaces in four- dimensional Minkowski space , Journal of Mathematical Physics 53 3 (2012) 033705.. Milousheva, An invariant theory[r] ...
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Four dimensional Fano toric complete intersections
... 4. Four-dimensional Fano manifolds of higher Fano index have been classified [6,14–22]—there are 35 in total—but the most interesting case, where the Fano variety has index 1, is wide ...many ...
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Bifurcations in four dimensional switched systems
... The contribution of this work is in the theory of discontinuous systems, particularly in the case of Filippov-type flow. More specifically, we obtain crossing-sliding, grazing- sliding, multiple periodic orbits, invariant ...
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