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## ENGLISH CONTENT OF SITE

 Haruo Hosoya SEQUENCES OF POLYOMINO AND POLYHEX GRAPHS WHOSE PERFECT MATCHING NUMBERS ARE FIBONACCI OR LUCAS NUMBERS: THE GOLDEN FAMILY GRAPHS OF A NEW CATEGORY A graph, G, is a mathematical object composed of vertices, j V}, and edges {E}, where an edge spans a pair of vertices (Harary, 1969). A matching of a graph is a set of edges of G such that no two of them share a vertex in common. If a graph with even n = |V| has a matching with л/2 edges it is called a perfect matching graph. The number of possible perfect matchings of G is the perfect matching number, or Kekule number, K(G). Although a tree graph has at most one Kekule structure, a number of interesting features have been found for the K{G) numbers of polycyclic graphs (HOSOYA, 1986). весь текст 22.03.2006
 Haruo Hosoya SOME GRAPH-THEORETICAL ASPECTS OF THE GOLDEN RATIO: TOPOLOGICAL INDEX, ISOMATCHING GRAPHS, AND GOLDEN FAMILY GRAPHS It has already been shown by Lucas (1876) that the Fibonacci numbers can be obtained from the Pascal's triangle by rotation and addition in a certain way. The golden ratio can then be asymptotically obtained by taking the ratio of consecutive Fibonacci numbers, whose graph-theoretical aspects have been pointed out by the present author (Hosoya, 1971, 1973) in terms of the topological index, Z, which is the sum of the non-adjacent numbers for a given graph. Similar properties of the Lucas numbers related to the golden ratio have also been demonstrated. весь текст 16.03.2006
 P. Gariaev (Ph.D., Dr.Sci., Acad.) PROSPECTS OF WAVE GENETICS. EXTENDED COMMENT We now have a situation in genetics, molecular biology, and medicine in general, that is simultaneously both paradoxical and promising. Long ago, science decided to investigate the genetic codes of human beings. Science has now completed the 10 years long effort of mapping the DNA sequences of human beings, called the Genome. All of the letters and sequences of the DNA codes of human beings are now known. весь текст 22.02.2006
 Moshe Carmeli (Моше Кармели) DEAR DOCTOR SHIPOV I have followed the recent correspondence of several authors about your work, and I want to express my own opinion also. From these correspondents, which sometimes are scientific artiles by themselves, I can only suggest that your work, both in experiment and in theory, is of high interest and importance. I can only suggest that your work be kept going on in spite of the difficulties you are encountering and I personally have a high opinion on it. весь текст 30.12.2005
 By Tim Ventura & Dr. Gennady Shipov, with revision by Paul A. Murad DR. GENNADY SHIPOV ON TORSION PHYSICS & BPP Dr. Gennady Shipov is one of the world’s leading physicists in Torsion-Physics research. He joins us to talk about the fundamentals of this emerging branch of scientific discovery, and provides some unique insight into how we can turn the fundamental forces of nature towards the goal of advanced propulsion… весь текст 12.12.2005
 Murad A.P. TORSION PHYSICS. A VIEW FROM THE TRENCHES Gravity is nature's most mysterious force — or is it? Einstein's Relativity suggested that it's not a force at all, but instead a curvature of time & space. His later research into Unified Field Theory physics extended this notion with the concept of torsion, which many physicists believe has the power to «uncurve» space and make possible a new generation of advanced propulsion devices. весь текст 05.12.2005
 R.M. Kiehn A STRONG EQUIVALENCE PRINCIPLE Consider Cn spaces where the exterior differentiation of a vector basis of C2 functions leads to a Cartan matrix of exterior differential 1-forms. A second exterior differentiation leads to a Cartan matrix of curvature 2-forms, which must evaluate to zero, by the Poincare lemma. The Cartan connection matrix can be decomposed in to two parts, one part based on a metric (Christoffel) connection, and the other part on a residue matrix of 1-forms such that [С] = [Γ] + [T]. The exterior differential of the composite connection must vanish such that the curvature 2-forms produced by the metric component must be balanced by all other matrices of 2-forms coming from the Residue connection and interaction 2-forms generated by exterior products of the [Γ] and [Γ]. весь текст 24.11.2005
 Vera W. de Spinadel THE METALLIC MEANS FAMILY AND FORBIDDEN SYMMETRIES Abstract: In this paper, we present the Metallic Means Family (MMF), being the most paramount of its members, the Golden Mean f and in the second place, the Silver Mean s Ag. We call them a family because, aside from carrying the name of a metal – the Golden Mean, the Silver Mean, the Copper Mean, the Bronze Mean, the Nickel Mean – they enjoy common mathematical properties that confer them a fundamental importance in modern investigations. Among these applications, we have chosen the analysis of the forbidden symmetries in a quasicrystal. весь текст 18.11.2005
 Stakhov A.P. CURRICULUM VITAE OF DR. VERA SPINADEL Dr. Vera W. de Spinadel has got her PhD in Mathematics at the University of Buenos Aires, Argentina, in 1958. At present, she is Full Consultant Professor of Mathematics at the University of Buenos Aires. This is her second period since she got this degree in 1995 until 2002 and it has been renewed until 2009. Since 1995, she is the Director of the research Center on Mathematics & Design MAyDI, having received many I&D grants and personal grants to develop the activitiesof many research groups. In April 2005, she has officially inaugurated the Mathematics & Design Laboratory at the Faculty of Architecture, Design and Urban Planning, University of Buenos. весь текст 25.10.2005
 ADVISORY COUNCIL of the ACADEMY of TRINITARIZM INVITATION FOR IMPROVEMENT OF KNOWLEDGE OF THE SPACE LIFE HARMONY AND CREATION OF THE BEGINNINGS OF «HARMONY MATHEMATICS» ON THEIR BASE We invite philosophers, mathematicians, experts of all areas of science and education and also students of universities to take active part in the offered international action of scientific cooperation that is directed on the formation of harmonious mutual relations "Person-Society-Nature". The primary publication of materials concerning to the "Harmony Mathematics" and their discussion are realized on the site www.trinitas.ru and can be duplicated on any other sites and in different languages. весь текст 19.10.2005
 G. Shipov DARK ENERGY IN THE THEORY OF PHYSICAL VACUUM Einstein believed that one of the main problems in unified field theory is the one of the geometrization of the energy-momentum tensor of matter on the right-hand side of his equations. This problem can be solved using the geometry of absolute parallelism and Cartan's structural equations in this geometry: весь текст 30.09.2005
 G. Shipov DESCARTES MECHANICS: THE FOURTH GENERALIZATION OF NEWTON'S MECHANICS For 317 years we have been applying Newton's mechanics to explain non-relativistic mechanical experiments on the "bench table". Although Newton's mechanics has been generalized three times: the special relativity theory, general relativity theory, and quantum mechanics, there remains a possibility for its further generalization. весь текст 06.09.2005
 Professor Moshe Carmeli PROFESSOR MOSHE CARMELI, ONE OF THE MOST SENIOR PHYSICISTS ON EARTH, COMMENTS ABOUT DR. G. SHIPOV BOOK «THE THEORY OF PHYSICAL VACUUM» Dr. Shipov has generalized the ordinary four-dimensional Relativity Theory. He showed that the right-hand sides of the Einstein field equations for gravity and the equations of general-relativistic electrodynamics can be geometrized successfully, if one uses not a Riemannian geometry but the geometry of absolute parallelism. The new field equations he suggests were written as весь текст 26.04.2005
 Mikita Guriy WAVLET-SPECTRAL QUALITY MONITORING SOUNDINGS BELLS PRODUCTS IN VIEW OF FEATURES OF OBJECTS OF THE CONTROL Theoretical bases of a quality monitoring. Vibroacoustik the information from own vibrations bells products on the character carries relaccions character. At the description of this information in time it is possible to allocate the following periods of life Vibroacoustik information: весь текст 04.04.2005
 Lobova M. AN OPEN LETTER TO WORLD STEERING COMMITTEE, WYP 2005 In response to your call for the ideas and information to promote the World Year of Physics, I wish to bring to your attention the revolutionary work of Dr. Gennady Shipov, Academician of the Russian Academy of Natural Science and Director of Science Center of Vacuum Physics. весь текст 04.03.2005
 Lobova M. TO ACAD. E. P. KRUGLYAKOV, «PROF.A. KONKRETNY», ACAD. V.L. GINZBURG Since Russian Academy of Science's (RAS) «Commission on fight with Fraud in Science, Pseudoscientists and Torsion Fields» has launched a campaign against the work of Dr. G. Shipov, I would like to respond to your references in websites as well as to ask you several questions: весь текст 25.02.2005
 Rainer W. Kühne POSSIBLE OBSERVATION OF A SECOND KIND OF LIGHT – MAGNETIC PHOTON RAYS Several years ago, I suggested a quantum field theory which has many attractive features. (1) It can explain the quantization of electric charge. (2) It describes symmetrized Maxwell equations. (3) It is manifestly covariant. (4) It describes local four-potentials. (5) It avoids the unphysical Dirac string. My model predicts a second kind of light, which I named «magnetic photon rays». Here I will discuss possible observations of this radiation by August Kundt in 1885, Alipasha Vaziri in February 2002, and Roderic Lakes in June 2002. весь текст [ Институт Физики Вакуума - Публикации ] 24.12.2004
 Gubarev E.A. DYNAMICS OF AN ORIENTED POINT AND INERTIA Considered are the issues of modern physics concerned with the formulation of the equations of motion of a particle in conventional noninertial frames of reference. It is shown that in terms of G. Shipov's theory of physical vacuum a conventional noninertial frame can only be described as a frame undergoing a four-dimensional rotation in an absolute- parallelism space. весь текст [ Институт Физики Вакуума - Публикации ] 23.12.2004
 G. Shipov GEOMETRICAL AND PHENOMENOLOGICAL TORSIONS IN RELATIVISTIC PHYSICS Продолжаем публикацию работ Г.И. Шипова на английском языке The Ricci and Cartan torsions are compared. Their common properties and distinctions are revealed. It is shown that Ricci torsion determines curvature and torsion in Frenet's equations and consequently the very torsion, instead of the Cartan one, can be connected with spin properties of matter. The theorems showing that in flat and curved spaces it is possible to present Frenet's curves as a first kind geodesic lines of space of absolute parallelism are proved. весь текст [ Институт Физики Вакуума - Теория ] 19.11.2004
 G. Shipov UNIFICATION OF INTERACTIONS IN THE THEORY OF PHYSICAL VACUUM От Редакции. Теория физического вакуума имеет многочисленных сторонников и последователей во всем мире. Наш сайт посещают более чем из 100 стран мира, поэтому мы начинаем публикации работ Г.И.Шипова и сотрудников Института Физики Вакуума на английском языке. весь текст [ Институт Физики Вакуума - Теория ] 18.11.2004

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