One-, Two-dimensional Model of Personal Identity and Personal Being, as an Accumulator of “Zombies” Ontology (Regressive Tendency of Combining a Living Body and a Corpse Within a Semantic Field of the “Body” Concept in 19 European Languages and in All Hie

The aim of research is revealing the correlation of one-, two-dimensional models of personal identity and the ontology of a dead body without signs of consciousness (“zombies”). Research methods are hermeneutic and systemic structural. The author pays special attention to the phenomena of “philosophical, social, soulless zombies”. It is specified that such concepts as anima (Latin), fren (Greek), 灵魂 (Chinese), 精神 (Chinese), आत्मन (atman) (Sanskrit), बुद्धि (Buddhi) (Sanskrit), رُوحٌ (ruh) (Arabic), הנשמה (Hebrew); רוח (Hebrew), ψϋχ'ή (psyche) (Greek), spirit (English), esprit” (French), gemüt (German), geist (German), Körper (German),body (English),corpus (Latin), Le corps (French), chair (French) contribute most to the deformation of personal identity. Both the transcendental form of identity (spirit, soul) and material (human body) are subject to deformation. Using the example of the substitution of the “god of the morning” (Lucifer) for the “devil” (Satan) within the Latin language, the practice of influencing the collective consciousness of people of the transformational power of letters-symbols relating to the structure of the alphabetical plan of two-dimensional dimension (as understood by A. Sviridov). It is revealed that the concepts of transformation of personal identity within 19 European languages and all hieroglyphic languages are created today by critical masses of people whose consciousness is congruent with the phenomenon of "social zombie"

New methods in conformal partial wave analysis

We report on progress concerning the partial wave analysis of higher correlation functions in conformal quantum field theory.Comment: 16 page

Infinite dimensional Lie algebras in 4D conformal quantum field theory

The concept of global conformal invariance (GCI) opens the way of applying algebraic techniques, developed in the context of 2-dimensional chiral conformal field theory, to a higher (even) dimensional space-time. In particular, a system of GCI scalar fields of conformal dimension two gives rise to a Lie algebra of harmonic bilocal fields, V_m(x,y), where the m span a finite dimensional real matrix algebra M closed under transposition. The associative algebra M is irreducible iff its commutant M' coincides with one of the three real division rings. The Lie algebra of (the modes of) the bilocal fields is in each case an infinite dimensional Lie algebra: a central extension of sp(infty,R) corresponding to the field R of reals, of u(infty,infty) associated to the field C of complex numbers, and of so*(4 infty) related to the algebra H of quaternions. They give rise to quantum field theory models with superselection sectors governed by the (global) gauge groups O(N), U(N), and U(N,H)=Sp(2N), respectively.Comment: 16 pages, with minor improvements as to appear in J. Phys.

Convergence and multiplicities for the Lempert function

Given a domain $\Omega \subset \mathbb C$, the Lempert function is a functional on the space Hol (\D,\Omega) of analytic disks with values in $\Omega$, depending on a set of poles in $\Omega$. We generalize its definition to the case where poles have multiplicities given by local indicators (in the sense of Rashkovskii's work) to obtain a function which still dominates the corresponding Green function, behaves relatively well under limits, and is monotonic with respect to the indicators. In particular, this is an improvement over the previous generalization used by the same authors to find an example of a set of poles in the bidisk so that the (usual) Green and Lempert functions differ.Comment: 24 pages; many typos corrected thanks to the referee of Arkiv for Matemati

Survey of Ecological Characteristics of Boreal Tree Species in Fennoscandia and the USSR

The paper presents results from a literature study on autecological characteristics of North European and Asian boreal and boreo-nemoral tree species. It also provides general ecological information about the main forest types in the boreal region of the USSR and Fennoscandia. The work has been mainly done during the Young Scientist's Summer Program of 1988 and is a part of the Biosphere Dynamics Project activities. Species natural history data have been collected and assembled in such a way that they can be used in parameterization and modification of existing (or new-formulated) mixed-species forest stand simulators (e.g., gap models). The ecological survey involves 27 tree species divided into two groups. The first one, called "dominant tree species", includes 13 major forest-forming species of the present-day boreal forests of the USSR and Fennoscandia, while the second one, "important species", contains species which either dominate forests at the boreal-border areas (i.e. boreo-nemoral forests) or have restricted distribution within the boreal zone. Each species is attempted to be characterized as completely as possible by the following categories: systematics (scientific name, author and synonymies), spatial distribution (description and maps of continuous range of natural growth), habitat requirements (climate, soil types, associated species, and forest types), life history (reproduction and growth), response to environmental factors (light, soil moisture, nutrients, frost, permafrost, fire, windstorm, flooding and poludification), races and hybrids, enemies and diseases. The data from the autecological reviews are summarized as 24 input model parameters in the Appendix. The paper should be considered as a first step in building a boreal tree species natural history database to be used with simulation models. It is also the first attempt to compile autecological data about North Asian tree species for modeling purposes

Refined physical properties and g',r',i',z',J,H,K transmission spectrum of WASP-23b from the ground

Multi-band observations of planetary transits using the telescope defocus technique may yield high-quality light curves suitable for refining the physical properties of exoplanets even with small or medium size telescopes. Such observations can be used to construct a broad-band transmission spectrum of transiting planets and search for the presence of strong absorbers. We have thoroughly characterised the orbital ephemeris and physical properties of the transiting planet and host star in the WASP-23b system, constructed a broad-band transmission spectrum of WASP-23b and performed a comparative analysis with theoretical models of hot Jupiters. We observed a complete transit of WASP-23b in seven bands simultaneously, using the GROND instrument on the MPG/ESO 2.2m telescope at La Silla Observatory and telescope defocussing. The optical data were taken in the Sloan g',r',i' and z' bands. The resulting light curves are of high quality, with a root-mean-square scatter of the residual as low as 330ppm in the z'-band, with a cadence of 90s. Near-infrared data were obtained in the JHK bands. We performed MCMC analysis of our photometry plus existing radial velocity data to refine measurements of the ephemeris and physical properties of the WASP-23. We constructed a broad-band transmission spectrum of WASP-23b and compared it with a theoretical transmission spectrum of a Hot Jupiter. We measured the central transit time with a precision about 8s. From this and earlier observations we obtain an orbital period of P=2.9444300+/-0.0000011d. Our analysis also yielded a larger radius and mass for the planet (Rp=1.067+0.045-0.038 RJup and, Mp=0.917+0.040-0.039MJup). The transmission spectrum is marginally flat, given the limited precision of the measurements for the planet radius and poor spectral resolution of the data.Comment: 8 pages, 5 figures, accepted for publication in Astronomy & Astrophysic

Jacobi Identity for Vertex Algebras in Higher Dimensions

Vertex algebras in higher dimensions provide an algebraic framework for investigating axiomatic quantum field theory with global conformal invariance. We develop further the theory of such vertex algebras by introducing formal calculus techniques and investigating the notion of polylocal fields. We derive a Jacobi identity which together with the vacuum axiom can be taken as an equivalent definition of vertex algebra.Comment: 35 pages, references adde

Physical properties, starspot activity, orbital obliquity, and transmission spectrum of the Qatar-2 planetary system from multi-colour photometry

We present seventeen high-precision light curves of five transits of the planet Qatar-2b, obtained from four defocussed 2m-class telescopes. Three of the transits were observed simultaneously in the SDSS griz passbands using the seven-beam GROND imager on the MPG/ESO 2.2-m telescope. A fourth was observed simultaneously in Gunn grz using the CAHA 2.2-m telescope with BUSCA, and in r using the Cassini 1.52-m telescope. Every light curve shows small anomalies due to the passage of the planetary shadow over a cool spot on the surface of the host star. We fit the light curves with the prism+gemc model to obtain the photometric parameters of the system and the position, size and contrast of each spot. We use these photometric parameters and published spectroscopic measurements to obtain the physical properties of the system to high precision, finding a larger radius and lower density for both star and planet than previously thought. By tracking the change in position of one starspot between two transit observations we measure the orbital obliquity of Qatar-2 b to be 4.3 \pm 4.5 degree, strongly indicating an alignment of the stellar spin with the orbit of the planet. We calculate the rotation period and velocity of the cool host star to be 11.4 \pm 0.5 d and 3.28 \pm 0.13 km/s at a colatitude of 74 degree. We assemble the planet's transmission spectrum over the 386-976 nm wavelength range and search for variations of the measured radius of Qatar-2 b as a function of wavelength. Our analysis highlights a possible H2/He Rayleigh scattering in the blue.Comment: 20 pages, 14 figures, to appear in Monthly Notices of the Royal Astronomical Societ

Entire curves avoiding given sets in C^n

Let $F\subset\Bbb C^n$ be a proper closed subset of $\Bbb C^n$ and $A\subset\Bbb C^n\setminus F$ at most countable ($n\geq 2$). We give conditions of $F$ and $A$, under which there exists a holomorphic immersion (or a proper holomorphic embedding) $\phi:\Bbb C\to\Bbb C^n$ with $A\subset\phi(\Bbb C)\subset\Bbb C^n\setminus F$.Comment: 10 page