We construct a transformation between Bose Fock space Γ+ (h) and Fermi Fock space Γ − (h) that is super-symmetric in the sense that it converts Boson fields into Fermi fields over a fixed one-particle space h. The transformation involves the spectral splitting of h into a continuous direct integral of internal spaces (kω) ω . We intoduce a new theory of integration on the Fock spaces over L ( (...

The high-capacity binary bacterial artificial chromosome (BIBAC) vector system permits the insertion of large fragments of DNA, up to 150 kb, into plants via Agrobacterium-mediated transformation. Here, we describe an optimized protocol for transformation of japonica rice (Oryza sativa L.) using this system. Calli derived from mature embryos are transformed using Agrobacterium strain LBA4404 th...

Digital watermarking is already used to establish the copyright of graphics, audio and text, and is now increasingly important for the protection of geometric data as well. Watermarking polygonal models in the spectral domain gives protection against similarity transformation, mesh smoothing, and additive random noise attacks. However, drawbacks exist in analyzing the eigenspace of Laplacian ma...

The focus of this article is on entropy and Markov processes. We study the properties of functionals which are invariant with respect to monotonic transformations and analyze two invariant “additivity” properties: (i) existence of a monotonic transformation which makes the functional additive with respect to the joining of independent systems and (ii) existence of a monotonic transformation whi...

The paper derives many existing risk measures and premium principles by minimizing a Markov bound for the tail probability. Our approach involves two exogenous functions v(S) and (S,p) and another exogenous parameter ≤ 1. Minimizing a general Markov bound leads to the following unifying equation: , . z S v S E E p = ^ ] h g 8 6 B @ For any random variable, the risk measure p is the solution to ...

Manufacturing of aero-engine components has been improvised over the years, commensurate with technological developments in the aeronautics sector. Compressor blade plays a vital role in an aircraft engine and flaws in its production can have adverse impacts on the performance of an aero engine. Despite technological advancements, many defects arise in these single crystal blades, which are man...

In this paper, we propose a speaker-verification system based on maximum likelihood linear regression (MLLR) super-vectors, for which speakers are characterized by m-vectors. These vectors are obtained by a uniform segmentation of the speaker MLLR super-vector using an overlapped sliding window. We consider three approaches for MLLR transformation, based on the conventional 1-best automatic tra...

We investigate N = 2 extended superconformal symmetry, using the half-twisted Landau-Ginzburg models. The first example is the D2n+2 -type minimal model. It has been conjectured that this model has a spin n super W current. We checked this by the direct computations of the BRS cohomology class up to n = 4. We observe for n ≤ 3 the super W currents generate the ring isomorphic to the chiral ring...

We prove that the free energy of any spherical mixed $p$-spin model converges as dimension $N$ tends to infinity. While convergence is a consequence Parisi formula, proof we give independent formula and uses well-known Guerra-Toninelli interpolation method. The latter was invented for models with Ising spins super-additive therefore (normalized by $N$) converges. In case, however, configuration...

We continue the development of the super-grid-scale model initiated in [T. Colonius, H. Ran, A super-grid-scale model for simulating compressible flow on unbounded domains, J. Comput. Phys. 182 (1) (2002) 191–212] and consider its application to linear hyperbolic systems. The super-grid-scale model consists of two parts: reduction of an unbounded to a bounded domain by a smooth coordinate trans...