... L. Stephen Young G-DIMENSIONAL THEORY & THE SMARANDACHE QUANTUM PARADOXES: Comparative Logic and Mod... ...& THE SMARANDACHE QUANTUM PARADOXES: Comparative Logic and Modern Quantum Theory Table 1A. Elliptic Pa... ...Research Press Rehoboth 2001 2 L. Stephen Young G-DIMENSIONAL THEORY & THE SMARANDACHE QUANTUM PARADOXES: Comparative Logic and Mod... ...y, half-life), in the physical projection of subatomic particles into macro-group systems. Complete absence of structural projection in a physical s... ...FTL connection as resolution of its paradoxical components and thus justify grouping the Smarandache (FTL) Hypothesis with the Smarandache quantum p... ...conic projection in G determining S’ ellipse. b.) Cross-section of S’. c.) Geometric construction of elliptic major axis: (a 1 < r < a 2 ). a.) c... ... "vector-proportional focal length" (f), defines the general kinetic vector geometric relationship with elliptic eccentricity established in terms of... ... terms of (a/b); f = va / b . (5) This, (f) is simply the geometric focal length, f 1 = va , (5.1) as prop... ...aracteristic of completely filled η potential shells. Analysis of the noble group Z progression does in fact reveal a cubic-based series, indicatin...

...The author's motivating interest the past few years has been the development and dissemination of G-dimensional theory (GDT). K. Toshihara, from Japan, proposed the concept of a paper defining G-Dimensional theory in relation to the Smarandache quantum paradoxes. After reviewing a draft, Dr. M. L. Perez, Editor of the SNJ, suggested th...

...T OF MATHEMATICS BABE Ş-BOLYAI UNIVERSITY 3400 CLUJ-NAPOCA, ROMANIA Geometric Theorems, Diophantine Equations, and Arithmetic Functions ... ...s or articles, as well as studies on several topics of Geometry and Number theory. The material is divided into ve chapters: Geometric the- orems; Di... ... of Geometry and Number theory. The material is divided into ve chapters: Geometric the- orems; Diophantine equations; Arithmetic functions; Divisibi... ...unctions; and Some irrationality results. Chapter 1 deals essentially with geometric inequalities for the remarkable elements of triangles or tetrahed... .... . . . . . . . . . . . . 241 8 On certain new conjectures in prime number theory . . . . . . . . . . . . . 243 9 On certain conjectures by Russo . . ... ...ve made it clear that there exists a very intimate correlation between the Theory of numbers and other departments of Mathematics, not excluding geome... ...(n!)! = 1 2 3:::n((n + 1)(n + 2)::: 2n)::: ((n 1)! 1)::: (n 1)!n each group is divisible byn!, and there are (n 1)! groups, so (n!) (n 1)! divi... ...::p | {z } (p + 1)::: 2p | {z } ::: [(m 1)p + 1]:::mp | {z } , where each group of p consecutive terms contains a member divisible by p, one obtains ... ...cally, let us suppose that (3) is true. Let us consider the multiplicative group Z n of reduced classed (mod n), i.e.b a2 Z n if (a;n) = 1. This i...

...This book contains short notes or articles, as well as studies on several topics of Geometry and Number theory. The material is divided into ve chapters: Geometric theorems; Diophantine equations; Arithmetic functions; Divisibility properties of numbers and functions; and Some irrationality results. Chapter 1 deals essentially ...

...Generalized Partitions and New Ideas On Number Theory and Smarandache Sequences Editor’s Note This book ar... ...OWA 42402 USA GENERALIZED PARTITIONS AND SOME NEW IDEAS ON NUMBER THEORY AND SMARANDACHE SEQUENCES Hexis P... ...e On Maohua Le’s Proof of Murthy’s Conjecture On Reciprocal Partition Theory ………………. 18 1.4 Generalization of Partition Functions, Introducti... ...…… 192 3.16 Smarandache Route Sequences …………………. 198 3.17 Smarandache Geometrical Partitions and Sequences …………………. 200 3.18 Smarandache Luck... ...e proved that for n = 10 r -1 , T n is the sum of the r terms of the Geometric progression with the first term as 25 and the common ratio a... ...be proven that for n = 10 r -1 , T n is the sum of the r terms of the Geometric progression with the first term as 20 and the common ratio a... ... In the previous chapters, an underlying similarity or theme was used to group the material together. However, not all of the Smarandache notions c...

...raph and map enumeration; Combinatorial designs; Combinatorial enumeration; Low Dimensional Topology; Differential Topology; Topology of Manifolds; Geometrical aspects of Mathematical Physics and Relations with Manifold Topology; Applications of Smarandache multi-spaces to theoretical physics; Applications of Combinatorics to mathematics and theoretical physics; Mathem...

...udy of the Problems of Persons with Disability (PWD) Using FRMs BY W.B.VASANTHA KANDASAMY, A.PRAVEEN PRAKASH AND K.THIRUSANGU 01 Topological Multi-groups and Multi-fields BY LINFAN MAO . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 08 Shortest Co-cycle Bases of Graphs BY HAN REN AND JING HAN . . . . . . . . . . . . . . . . . . . . . . . . ...

...iness, Bond University for his thoughtful insights on some of the utility theory constructs. The author also feels indebted to a large extent to his ... ... This work covers a substantial mosaic of related concepts in utility theory as applied to financial decision-making. It reviews some of the cla... ... utility paradigm offered by the von Neumann-Morgenstern expected utility theory; exploring its major pitfalls before moving into what is postulated ... ... This theorizes that volatility is rationally expected to gravitate geometrically back towards its long-term mean level of σ M. That is, whe... ...ognitive Dissonance Model of Behavioral Market Dynamics Whenever a group of people starts acting in unison guided by their hearts rather than ... ...ividual suggestibilities decrease rapidly while the suggestibility of the group as a whole increases even more rapidly. The ‘leader’, who may be no ... ...o more than just the most vociferous agitator, then primarily shapes the “groupthink”. He or she ultimately becomes the focus of group opinion. In ... ...sumed to evolve over time following the stochastic diffusion process of a geometric Brownian motion. The risk-free return S 0 is continuously compo... ...l the important aspects of Demand theory could be analyzed ordinally using geometric devices, which later came to be known as “indifference curves”. ...

...This work covers a substantial mosaic of related concepts in utility theory as applied to financial decision-making. It reviews some of the classical notions of Benthamite utility and the normative utility paradigm offered by the von Neumann-Morgenstern expected utility theory; exploring its m...

...dea of the measuring rod and the idea of the clock contained with it in the theory of relativity do not find their exact correspondence in the real ... ...on of Einstein's as reported by Rosser, p.398:[3] 7 The theory of relativity is often criticized for giving, without justificati... ...chooses for such a definition of time. It is advantageous, however, for the theory to choose only those processes concerning which we know something... ...at's new in science (physics)? According to researchers from the common group of the University of Innsbruck in Austria and US National Institut... ...iber bundle so that a new model of a vacuum can be created within the fiber group, is the basic structure of a new way to use language such that the... ...ive one the idea that, physical systems that are constrained in some way by geometric boundary conditions will have natural structures of energy lev... ...ribe these systems. In these new ideas, these orbital structures depend on geometric shapes, local curvature (the equivalent of a potential), and n... ...ture (the equivalent of a potential), and natural vibrations on the ("new') geometric shapes. These new ideas can account for many properties of wha... ... The coherence of such systems depends on a new vacuum in the space's fiber group. In each dimensional metric space, there exist material space-fo...

...nly geometry together with the purport of physical laws can do so... The idea of the measuring rod and the idea of the clock contained with it in the theory of relativity do not find their exact correspondence in the real world. It is also clear that the solid body and the clock do not in the conceptual edifice of physics play the part of irreducible elements, but that of ...

...M THE COVER OF VOICES FROM THE PAST: In Voices from the Past, a daring group of five independent novels, acclaimed author Paul Alexander Bartlet... ...s way, by this time. P It must have been almost dawn, when Alcaeus and a group of revelers came banging at my door, shouting, laughing. We let them... ...sting under trees, I became aware that the crowd had scattered into small groups. How hungry we were! How thirsty! Then more dancing and, with tiny ... ...ley to gaze at the sun symbol painted over the house door. More and more, geometric designs are giving way to more plas- tic ideas in decorating. Pol... ... the system. Why was I slow in grasping the obvious? I have explained my theory to some but was often rebuffed and yet when I told her—using my dra...

...In Voices from the Past, a daring group of five independent novels, acclaimed author Paul Alexander Bartlett accomplishes a tour de force of historical fiction, allowing the reader to enter for the first time into the private worlds of five remarkable pe...

...oping quantum error-correcting codes. Many code construction are given. Reference [1] gives a thorough discussion of the principles of quantum coding theory. Many good quantum error-correcting codes were constructed from BCH codes, Reed-Muller codes, Reed-Solomon codes and algebraic geometric codes, see [2-6]. So it is natural to construct quantum error-correcting codes fr...

...ion 60 M. Enciso-Aguilar, etc. : Matrix elements for the morse and coulomb interactions 66 Y. Xu and S. Li : On s¤¡Supplemented Subgroups of Finite Groups 73 C. Tian : Two equations involving the Smarandache LCM dual function 80 W. Zheng and J. Dou : Periodic solutions of impulsive periodic Competitor- Competitor-Mutualist system 86 X. Zhang : On the fourth power mean...

.... . . . . . . . . . . . . . . . . . . . . . . . . . . . . 3 D. Rabounski A Theory of Gravity Like Electrodynamics. . . . . . . . . . . . . . . . . . .... ...sova Gravitational Waves and Gravitational Inertial Waves in the Gen- eral Theory of Relativity: A Theory and Experiments. . . . . . . . . . . . . . .... ...heory and Experiments. . . . . . . . . . . . . . . . . . . 30 C. Castro On Geometric Probability, Holography, Shilov Boundaries and the Four Physical ... ...i, L. Borissova, F. Smarandache Quantum Causality Threshold in the General Theory of Relativity. . . . . . . . . . . . . . . . . . . . . . . . . . . .... ...located at the point R p (r 0 )≡0. The mapping ψ must be obtained from the geometrical properties of the metric tensor of the solution to the vacuum f... ...A,B,C>0, whereA,B,C are analytic functions. I emphatically remark that the geometric relations between the components of the metric tensor of (2a) are... ...onents of the feld tensor F αβ and its dual pseudotensor F αβ . The frst group of the Maxwell equations contains the feld sources ρ andj i , the sec... ...p of the Maxwell equations contains the feld sources ρ andj i , the second group does not contain the sources ∇ σ F ασ = 4π c j α , ∇ σ F ασ =0. (43... ...n 10 unknowns (the Lorentz condition, the charge conservation law, and two groups of the Maxwell equations), which defne the given vector feld A α and...

.... . . . . . . . . . . . . . . . . . . 9 L. Nottale Fractality Field in the Theory of Scale Relativity. . . . . . . . . . . . . . . . . . 12 L. Borisso... ... . . . . . . . . . . . 20 C. Castro, M. Pavˇ siˇ c The Extended Relativity Theory in Clifford Spaces.. . . . .31 K. Dombrowski Rational Numbers Distri... ...nal, the detec- tor reacts to a wave of the metric in accordance with this theory. Therefore it is concluded that quadrupole mass detectors would be t... ... formed by antielectrons, antiprotons, and neutrons. An ion is an atom (or group of atoms) X which has last one or more electrons (and as a consequenc... ...is is precisely due to the existence of the additional potential energy of geometric origin. Let us prove this statement. From equation (16) we know t... ... of the well-known phenomenon of photon teleportation, given by the purely geometrical methods of Einstein’s theory. As it is known, the basic space-t... ...anation of virtual par- ticles and virtual interaction given by the purely geometrical methods of Einstein’s theory. It is possible that this method w... ...ach than the one based on Finsler Geometries is the pseudo-complex Lorentz group description by Schuller [61] related to the effects of maximal accele... ...cial Relativity (DSR) [70] where the Lorentz symmetry is deformed. Quantum group deformations of the Poincar´ e symmetry and of Gravity have been anal...

... Ethnic divisions: 50% Pushtun, 25% Tajik, 9% Uzbek, 9% Hazara; minor ethnic groups include Chahar Aimaks, Turkmen, Baluch, and others Religion: 74% S... ...mmunists: the PDPA claims 160,000 members (1986) Other political or pressure groups: the military and other branches of internal security are being re... ...pment Bank, IFAD, ILO, IMF, IMO, INTELSAT, International Lead and Zinc Study Group, INTERPOL, IOOC, ITU, NAM, OAPEC, OAU, QIC, OPEC, UN, UNESCO, UPU, ... ... Council Legal system: civil law system influenced by English constitutional theory; constitu- tion adopted 1831, since amended; judicial review of le... ...ty lies with Communist Party's Politburo; the National People's Congress, in theory the highest organ of government, usually ratifies the party's prog... ...m: based on Spanish and American law, with large elements of Communist legal theory; new constitution 2 December 1976; does not accept com- pulsory IC... ...Pact, WFTU, WHO, WIPO, WMO, WTO Economy GNP: $2,062.6 billion (1985, in 1985 geometric mean prices), $7,396 per capita; in 1985 percentage shares were...

...t XVI. The Distributive Justice of the Market XVII. Notes on the Economics of Game Theory XVIII. The Spectrum of Auctions XIX. Distributions to Pa... ...rincipal Conundrum XXII. Trading in Sovereign Promises XXIII. Portfolio Management Theory XXIV. Going Bankrupt in the World XXV. The Author Intr... ...ts and the competitors. • Planned market research. • A sales forecast by product group. • The pricing strategy (how is pricing decided). • Pro... ...rial production (and of service provision) expanded. A single investor (or a small group of investors) could no longer accommodate the needs even o... ...ommunications system which will integrate into the systems of other members of the group of companies. 10. Otherwise, to initiate and engage in all... ...n obstacles is the highly subjective nature of technical analysis - the presence of geometric shapes in historical price charts is often in the eyes... ...t forth complex "wave theories". Technical analysts now regularly employ dozens of geometric configurations in their divinations. Technical analysi... ...lume, and other market statistics exhibit regularities - often ... in the form of geometric patterns ... that can be profitably exploited to extra... ...often bewildering marketplace. As opposed to the assumptions underlying the classic theory of portfolio analysis - investors do remember past prices...

...//clubs.yahoo.com/clubs/smarandachegeometries that merged into an international group at http://groups.yahoo.com/group/smarandachegeom... ...spherical), it is now most likely to be associated with a class of differential geometric spaces called Riemannian manifolds. Here, geometry is stud... ...ity, so we require it in a very general way. A Smarandache geometry (1969) is a geometric space (i.e., one with points and lines) such that some “ax... ...achevski, and Riemann sought to contradict. In fact, Riemann began the study of geometric spaces that are non-uniform with respect to the parallel p... ...es in intuitively manageable spaces. Hilbert separated his set of axioms into groups, and we will break them up the same way. Incidence Hilbert’s... ...xample, a nice relationship between s-lines and the elements of the fundamental group would be an indication of the importance of s- manifolds in gen... ...ications, Inc. (Original work published 1912.) 4. Born, M. (1962). Einstein’s Theory of Relativity (Revised ed.). New York: Dover Publications, In... ...tion3.1.html. 8. Einstein, A. (1961). Relativity: the special and the general theory (R.W. Lawson, Trans.). New York: Three Rivers Press. 9. Eu... ... Press. 20. Stillwell, J. (1993). Classical Topology and Combinatorial Group Theory. New York: Springer-Verlag. 21. Weeks, J.R. (1985). The Sh...

...anctity of Human Life" by Baruch A. Brody). One form of calculus is the utilitarian theory. It calls for the maximization of utility (life, happines... ...es. Despite strong philosophical objections to some of the premises of utilitarian theory - I agree with its practical prescriptions. In this cont... ...or falsified. Attaining an achievement involves the construction of an ad-hoc mini theory. Reality has to be thoroughly surveyed, models constructe... ...m" still reign supreme. In extreme - though surprisingly frequent - cases, whole groups (typically minorities) are excluded from the nation's mor... ...f authority. They are against the usurpation of power by individuals or by classes (groups) of individuals for personal gain through the subjugation... ...e turned to arson and explosives are the nation's top domestic terrorism threat ... Groups such as the Animal Liberation Front, the Earth Liberation... ...ith wrong intuitions regarding relationships between entities, real, or conceptual. Geometrical finiteness and numerical finiteness relate to our mu... ...d is infinite. Our language is composed of infinite elements. Our mathematical and geometrical conventions and units are infinite. The finite is an... ... (including the way gravity is transmitted). But the mathematical fact is that the geometrical form of the curled dimensions determines the possibl...

...anctity of Human Life" by Baruch A. Brody). One form of calculus is the utilitarian theory. It calls for the maximization of utility (life, happines... ...es. Despite strong philosophical objections to some of the premises of utilitarian theory - I agree with its practical prescriptions. In this cont... ...or falsified. Attaining an achievement involves the construction of an ad-hoc mini theory. Reality has to be thoroughly surveyed, models constructe... ...m" still reign supreme. In extreme - though surprisingly frequent - cases, whole groups (typically minorities) are excluded from the nation's mor... ...f authority. They are against the usurpation of power by individuals or by classes (groups) of individuals for personal gain through the subjugation... ...e turned to arson and explosives are the nation's top domestic terrorism threat ... Groups such as the Animal Liberation Front, the Earth Liberation... ...ith wrong intuitions regarding relationships between entities, real, or conceptual. Geometrical finiteness and numerical finiteness relate to our mu... ...d is infinite. Our language is composed of infinite elements. Our mathematical and geometrical conventions and units are infinite. The finite is an... ... (including the way gravity is transmitted). But the mathematical fact is that the geometrical form of the curled dimensions determines the possibl...

...t XIX. Scavenger Economies, Predator Economies XX. Notes on the Economics of Game Theory XXI. Knowledge and Power XXII. Market Impeders and Mark... ... far better results. The outcome has been an embarrassing divorce between economic theory and its subjects. The economic actor is assumed to be con... ...f-interest" as the pursuit of the fulfillment of preferences is a tautology. The theory fails to predict important phenomena such as "strong reci... ...ssociated with only one value of implied volatility. The model assumes a certain - geometric Brownian - distribution of stock prices that has been ... ...n obstacles is the highly subjective nature of technical analysis - the presence of geometric shapes in historical price charts is often in the eyes... ...t forth complex "wave theories". Technical analysts now regularly employ dozens of geometric configurations in their divinations. Technical analys... ... nimble, ad- hoc networks of entrepreneurship superimposed on ever- shifting product groups and profit and loss centers. Competition used to be ext... ...hose customized insurance needs the captive caters, multiple parent - also known as group, homogeneous, or joint venture, heterogeneous captive - o... ...if they did not participate in the market. If differential pricing is not allowed, groups with small willingness to pay may not be served at all. ...

...terature to discover, for example, discussions debating whether indigenous groups such as the traditional clans of Aborigines in Australia have a reli... ...mine whether an organization should be granted legal status as a religious group on the basis of whether it taught the worship of God. This was an ill... ...ver that this is not the case all over the world. In modern Israel several groups reject such separation of religious and secular life, and also wield... ...ears later did a scientist in the West propose a different explanation—the theory of genetics. (Even so, many intelligent thinkers in the East believe... ...than in most religious traditions. In his remarkable application of Jung’s theory of psychological types to the classification of religions, Toynbee s... ... carefully worded and made into creeds. In Toynbee’s application of Jung’s theory of psy- chological types, Christianity is defined as an extroverted,... ...itual power in their bark and body painting. A bark painting begins with a geometric de- sign of several colors. Onto this background is carefully mar...

...thus opening new ways of research in four fields: philosophy, logics, set theory, and probability/statistics. It was known to me his setting up in 1... ...so, to experiment." 2.2. Etymology: Paradoxism = paradox+ism, means the theory and school of using paradoxes in literary, artistic, philosophical... ...Romania of 3 1980's, where the whole culture was manipulated by a small group. Only their ideas and their publications counted. We couldn't publis... ... with different ideational spectra. Neutrosophy considers a proposition, theory, event, concept, or entity, "A" in relation to its opposite, "Anti- ... ... Marie Benoist, Philippe Némo who represented the "New Philosophy" French group). The power of the monarch derives from his powerless people (J... ...he neutrosophy of the neutrosophy look like? In cooperative learning the groups of students should be heterogeneous (not homogeneous) with respect ... ...nce we have k different structures on M. For example we can construct a geometric multi-space formed by the union of three distinct subspaces: an...

...echnologies and a community ethos that secures the keys to those locks among groups with shared norms and a sense of public purpose, rather than in th... ... Consumers began to explore the Internet, and those who wanted to reach this group, such as commercial merchants and advertising-driven content provid... ...ing all communication. Others kept their machines plugged in and, working in groups, figured out how to kill the invading software and protect their ma... ...roduced in Figure 3.1. The increase in incidents since 1997 has been roughly geometric, doubling each year through 2003. In 2004, CERT/CC announced th... ...ativity, but it lacks accessibility. 11 The Generative Pattern 77 Affordance Theory Fields such as psychology, industrial design, and human-computer i... ...ble options are as obvious and inviting as possible to the intended users. A theory of affordances can also be used to predict what various people migh... ...he damage that they can inadvertently do. Yet unlike generativity, affordance theory does not focus much on systemic output. Instead, it takes one obje...

... The author of this paper is convinced that the Platonic theory of ″reminiscence″ is not a mere speculation, and the meaning of the... ...r optimistic- poised approaches. Related to the novel character of a new theory, the physicist Niels Bohr said: <For a theory to be true, it shoul... ...″internal perfection and external confirmation″ should be selected>. This theory assumes scientific responsibility for its assertions and tries to fu... ...he same system of co-ordinates, in order to compare the results. The geometrical drawing above is indicative of the fact that under the stated c... ...libertinism, immorality and the lack of culture, mass hysteria induced in groups of youngsters by the ″techno music″, etc. are examples of premeditat... ...d − a now forgotten ancient local amusement. Based on these assertions, a group of scientists discovered some tens of centimeters below ground, the o... ...an objectification, the appearance of Möbius strip − that closed, curved, geometric surface with the defining feature to be the only single-face – a... ...sistent with the usual terminology. The Möbius strip, that sort of curved geometrical surface with the paradoxical feature of being the sole ″unifac...

...ts take you. The premise of this book is that the effects of the special theory of relativity are a kinematical perspective rather than being real;... ...an infinite speed. The basis for the hypothesis lies in the entanglement theory of quantum mechanics and deals with the transfer of information ove... ...co at Gallup February 2004 9 Guest Preface The special theory of relativity (STR) is indeed a kinematical perspective. By that I ... ...een relativistic distortions of space & time in the Minkowski diagram and geometric rotation (a transformation of visual perception) of a spacetime ... ...cking locks. You swim under zero-G in a shirt-sleeve environment with the group to M2. A corridor runs the full length of M2. Corridors, present i... ...eryone being assembled in M1 at the same time. You are part of the first group. You look at your watch. Time to freshen up, change, and catch earl...

... Tool Pg 155 The Effects of Using Fire Pg 156 Pyramidal Focus Pg 160 The Geometric Structure of Self-Awareness Pg 163 The Geometric Structure ... ... in size. The largeness of the Universe is Actually Infinite. This is not a theory or a supposition. This is a fact. Not only that… the smallness... ...light behaves. Light goes around objects directly in its path naturally. No theory of gravitational pull is needed to explain this phenomenon. To... ... The Universe 26 Not only that, but Einstein’s attempt to scrap his entire Theory of General Relativity by introducing what he called a ‘Cosmolog... ... infinitely small-split particles, and then began coming together into larger groups of infinitely small energy particles... to eventually merge tog... ...sense. They make mathematical sense. They make mechanical sense. They make geometric sense. They make physical sense. Trying to take The Path ... ... unconnected bits of knowledge called scientific data. Separating scientific geometric knowledge from scientific mathematical knowledge and the sci... ...es: six quarks and six leptons: a Balanced Duality. This is why the smallest groupings of subatomic particles exist in units of three and two: like... ...to be 360 days instead of 365. Why? Because they divided their numbers into groups of 20 called ‘toons’… not 10, and because they regarded the num...

...arger family of mind comprising the whole of the artistic modernism, in a theory of creation that could explain the fields of activity. For this rea... ...n this way the metalinguistic possibilities of communication. Then, in the theory of the paradoxes, as we can see, we leap in continually from a para... ...of the third part. The classical binomial becomes a trinitarian antinomy (theory appreciated by this other theorist of the paradox, Solomon Marcus: ... ...s of traditional inspiration don’t point out. For instance, in the case of geometrical figures used in paradoxism, there intervenes, in a reader who ... ...ge a relation of relevancy that recognizes the intuitive character of the geometrical evidence (A. Schopenhauer). Or in this Hartmann’s explanation: ... ...be: an object, an individual, a phenomenon, a condition, an idea ...(or a group of...), intelligible in a universal language (that doesn’t need any t... ...(2nd and 3rd decades), an insurgent nonconformist. He was the leader of a group (Ilarie Voronca, Stefan Roll, Sasha Pana) that dynamited “the good m... ...operty of the text and gives it as a result of the protection of a social group, (passing from the literary studies to the cultural studies - cf. An... ...anslated from French”, the author remarks with humour), lines, rectangular geometric spaces, zero (the symbol of absence), triangles (translated from...

...a mokotong. He locked the locker and felt "Honja" ("alone). Even among large groups of people he was alone. When he went to restaurants he was usually... ...f his being. His sister had been raped and mutilated. At least that was the theory-as much as one could assess from skeletal remains. The prosecution... ...sical grass-snacking cow right before slaughter time. She had been a former group-home girl at a home for schizophrenics and manic-depressives althou... ...uld decimate them if continual efforts were applied the way one wipes away a group of ants again and again. He hadn't even considered that it would wi... ...e very universe she resided in and as pessimistic as Hobbes' social contract theory (although to her who often liked dressing up in black, black was n... ...l. That night she had dreams of Achilles chasing a tortoise and of different geometric shapes that were before her soon eluding her. She woke up the n... ...ke then, the only pressing logic contained within such a strange dream was a geometric leitmotif that was an insensible riddle. It occurred to her ho... ...she could it would be just one more empty fact. And yet now it was an empty theory. Sometimes it struck her how this dance with ideas was like awake...

...onna. Much of this portrait work has the characteristic of be- ing done in groups, where not on- ly is character well indicated, but also the reasons ... ...he legislature desired to see such property taxed. Oxford Views The latest group of art pictures which has been placed on exhibi- tion in Hopkins Hall... ...il to secure such places to keep on working, for it is large- ly from this group of candidates that future teams will beconstruct- ed. The training ta... ...hich, besides applying to higher mathematics, illustrate almost all of the geometric theorems encoun- tered in Matliematics 1. Since last October Mr. ... ...cles there is a har- vest of work for those v.ho carry into practice their theory that Williamstown can be beautified. The nest issue of The Record wi... ...ss. SEPT, 30, 1907 —Reoord oandidates meet in 8 J. H. tonight at 7.30. The Theory of Grievance Against Customs Abolition By the widely varying view po... ...ognition as a college interest. If only as an element of dis- proof to the theory maintained by some that intercollegiate interest in basketball is dy...

...front- age, the whole facade was covered with slates, so put on as to form geometrical figures,—thus preserving a naive image of the burgher habitatio... ... of the pris- oner gave no clue whatever to his prosecutors. The plausible theory of his attachment to a woman of the upper classes having once been a... ...f excitement. The attitude maintained by the accused seemed to justify the theory of the prosecution. More than once when the court opened, 54 The Vi... ...- sieur de Grandville, “I think it would be merciful in you to abandon the theory of premeditation, for in so doing you would save the man’s life. He ... ...tly on the young abbe, of whom the dignitaries and other ambitious priests grouped around the bishop were somewhat jealous. “My advice would be,” resu... ... intervals from this fresh growth. Along the terrace a box hedge, cut into geometric figures, enclosed a pleasure gar- den surrounding the parsonage, ... ...glided softly through the church so as not to disturb the devotions of two groups of persons on the benches near the high altar, which was separated f... ...ous principles.” Here the rector was interrupted by sobs from the kneeling group in mourning garments, whom the Abbe Gabriel recog- nized, by this sho... ...at talents necessary to the State; but now she prefers to hatch out talent geometrically, after the theory of Monge. Did Vauban ever go to any other E...

...importance of the event which brought them was so generally felt that even groups of peasants, armed with their scarlet umbrellas and dressed in those... ...house. In opposition to this very insignificant Faubourg St. Germain was a group of a dozen rich families, those of re- tired millers, or former merch... ...stors and see their accumula- tion, which time increases into a retrograde geometric pro- gression, which multiplies of itself; reminding us of the ca... ...tain, I’ll not drink of your water,’” remarked the notary, who, seeing the group from afar, had left his wife to go to church without him. “Come, Mons... ...y, Mesmer’s so-called charlatanism, his tub, his conducting wires, and his theory. But let us at once admit that the German, unfortunately, compromise... ...with a wainscot painted gray, was so damp that the lower panels showed the geometrical cracks of rotten wood when the paint no longer binds it. The re...

...h surround the house, the ground falling rapidly to the Indre, where other groups of trees of variegated shades of green, chosen by Nature herself, ar... ...een, chosen by Nature herself, are spread along the shore. I admired these groups, so charmingly disposed, as we mounted the hilly road which borders ... ...zed me. He was ignorant of facts susceptible of proof that might be called geometric; he feared persons of education; he rejected superiority, and sco... ...f effects is in direct proportion to the characters or the ideas which are grouped around some fact. My position at Clochegourde, my future life, depe... ...thought, let me confide to you a woman’s ethics. To explain society on the theory of individual happiness adroitly won at the cost of the greater numb... ... occupied. Dear child of my heart, if you share my horror at this criminal theory of the world, society will present to your mind, as it does to all s... ...iety will present to your mind, as it does to all sane minds, the opposite theory of duty. Yes, you will see that man owes himself to man in a thousan... ...ich Henriette, after showing me Madeleine, made me look at Jacques drawing geometrical figures and algebraic calculations on a board before the Abbe D...

...re are diversely rent, and their tumultuous preci- pices defy the rules of geometric law. Here the scarp is dentelled like a saw; there the narrow led... ...y treatises on various important questions, such as the rise of tides, the theory of the magnet and its qualities, the motion and posi- tion of the ea... ...g of France to investigate the subject. These gentlemen de- clared that no theory of magnetism existed, whereas Swedenborg had studied and promulgated... ...e most illustrious of these men,’ said Monsieur de Thome, alluding to the ‘Theory of the Earth’ by Buffon, ‘have had the mean- ness to wear the plumag... ...d; the sight of which awakened ideas of freshness, purity, and faith which grouped about his soul and lifted it to higher regions,—as Angels bear to h... ...contemplated the vast extent, illimitable to human eyes, filled with those groups of worlds a mere fraction of which is all our telescopes can reach, ...

... the thickening obscurity which enveloped her; a dusk now filled with pale geometric roses, circling softly, interminably before her, now darkened to ... ...t ventured to raise his eyes to it; while, at the doors of the Seraglio, a group of turbaned infidels observed with less hesitancy the approach of a v... ...ely ab- sorbed in—” Mrs. Roby put down her liqueur glass and drew near the group with a smile. “In Xingu?” she gently prompted. A thrill ran through t... ...al appeal to their opinion, and Mrs. Roby, after a bright glance about the group, went on: “They probably think, as I do, that nothing really matters ... ...e exclaimed. “Then I repeat that I don’t understand. It was a part of your theory that the greatest possible publicity should be given to our view of ...

...d as the bark of the tree itself, is studded with enormous nails placed in geometric figures. The arch is semicircular. On it are carved the arms of t... ...rhaps, but how could it be otherwise?—presented, like all the Breton faces grouped about the baron, a certain savagery, a stolid calm which resembled ... ...igno- rant of love, having never known it, and, like all the other persons grouped about her, she saw nothing in marriage but a means of fortune. Pass... ...verything it pleased her to read. She thus obtained a knowledge of life in theory, and had no innocence of mind, though virgin personally. Her intelle... ... distortion of an abnor- mal soul. Do not cold analysis and matter-of-fact theory point to passions in such a woman? Does she judge, and not feel? Or,... ...elle is the largest of all the owners,” said one of the paludiers who were grouped about them, “and may God preserve her to us, for she’s a good lady.... ...uld falsify it. Calyste will do with me what he pleases. According to your theory, the more I am a woman the more I make myself his toy; for I am, and...

... of Philosophy or History, has been written on the subject of Clothes. Our Theory of Gravitation is as good as perfect: Lagrange, it is well known, ha... ... on the Migrations of the Herring? Then, have we not a Doctrine of Rent, a Theory of Value; Philosophies of Language, of History, of Pottery, of Appar... ...at-bogs. Of that unwise science, which, as our Humorist expresses it, “By geometric scale Doth take the size of pots of ale;” still more, of that alt... ...t of practical Reason’ proceeding by large Intuition over whole systematic groups and kingdoms; whereby, we might say, a noble complexity, almost like... ... symbolically, perhaps significantly enough, shadowing forth the same! Our theory begins to be that, in receiving as literally au- thentic what was bu...

...ecretary. The two Maries knew nothing therefore of frater- nity, except by theory. At the time of the marriage of the sisters, both brothers were prac... ...cal triangle,” said de Marsay, laughing, when they met at the Opera. “That geometric form, my dear fellow, belongs only to the Deity, who has nothing ... ...s of fire) to notice the naive admiration of one little Eve concealed in a group of women. Marie’s curiosity—like that which would undoubtedly precipi...

...ay of Philosophy or History, has been written on the subject of Clothes. Our Theory of Gravitation is as good as perfect: Lagrange, it is well known, ... ...e, on the Migrations of the Herring? Then, have we not a Doctrine of Rent, a Theory of Value; Philoso phies of Language, of History, of Pottery, of A... ...e peat bogs. Of that unwise science, which, as our Humorist expresses it, By geometric scale Doth take the size of pots of ale; still more, of that al... ...hat of practical Reason’ proceeding by large Intuition over whole systematic groups and king doms; whereby, we might say, a noble complexity, almost ... ...on, symbolically, perhaps significantly enough, shadowing forth the same! Our theory begins to be that, in receiving as literally authentic what was bu...

...t hitherto little or nothing of a fundamental character, whether in the way of Philosophy or History, has been written on the subject of Clothes. Our Theory of Gravitation is as good as perfect: Lagrange, it is well known, has proved that the Planetary System, on this scheme, will endure forever; Laplace, still more cunningly, even guesses that it could not have been made ...

...vided us with insight. The PENTTBOM team at the FBI, the Director’s Review Group at the CIA, and Inspectors General at the Department of Justice and t... ...ntrollers work at the FAA’s 22 Air Route Traffic Control Centers. They are grouped under regional offices and coordinate closely with the national Air... ...ember 11, Secretary Rumsfeld was having break- fast at the Pentagon with a group of members of Congress. He then returned to his office for his daily ... ...nd encryption, the technical impediments to signals col- lection grew at a geometric rate.At the same time, the end of the Cold War and the resultant ... ...m his personal fortune was in fact not true. The officials developed a new theory: al Qaeda was getting its money else- where, and the United States n... ... to the United States to attend civil aviation schools.The agent based his theory on the “inordinate number of individuals of investigative inter- est... ...ssibility of a suicide hijacking would have been just one more speculative theory among many, hard to spot since the volume of warnings of “al Qaeda t...

...geous departures from the so-called laws of war is the action of scattered groups against men pressed together in a mass. Such action always occurs in... ...ts the existence of this unknown factor and tries to discover it— now in a geometric formation, now in the equipment employed, now, and most usually, ... ...ical rule that an army should act in masses when attacking, and in smaller groups in retreat, unconsciously con- firms the truth that the strength of ... ... Others consisted solely of Cossack cavalry. There were also small scratch groups of foot and horse, and groups of peas- ants and landowners that rema... ... would have found it impossible to make the story of the retreat fit their theory. But no! Moun- tains of books have been written by the historians ab...

...street lamp, flickering in the wind, fell upon the astonished faces of the group. “My dear fellow, you must come with us!” said the young man that Rap... ...“Men and events count for nothing,” said the Republican, following out his theory in spite of hiccoughs; “in politics, as in philosophy, there are onl... ...ts in a golden chandelier, round about a table inlaid with gilded metal, a group of women, whose eyes shone like diamonds, suddenly met the stupefied ... ...disconcerted and confused about the table, huddled together in a murmuring group like bees in a hive. The combination of timid embarrassment with coqu... ...he deep wounds that others had made in my heart. You alone will admire my ‘Theory of the Will.’ I devoted most of my time to that long work, for which... ...se. Since attaining years of discretion, until the day when I finished my ‘Theory,’ I observed, learned, wrote, and read unintermittingly; my life was... ...” “Newton?—oh, ah! I don’t know the name,” said Jonathan. “Newton, a great geometrician,” Porriquet went on, “once sat for twenty-four hours leaning h... ...y average pace of one of these wonderful creatures would be seven thousand geometric feet per hour. Our own degen- erate race of donkeys can give no i...

...a moved about her drawing room, approaching now a silent, now a too- noisy group, and by a word or slight rearrangement kept the conversational machin... ...lstoy was evident. She kept an anxious watch on him when he approached the group round Mortemart to listen to what was being said there, and again whe... ...listen to what was being said there, and again when he passed to an- other group whose center was the abbe. Pierre had been educated abroad, and this ... ...erested by the young man’s simple-minded eagerness, was explaining his pet theory . Both were talk- ing and listening too eagerly and too naturally, w... ...ng his elbows on the table he drew toward him the exercise book containing geometrical figures. “Well, madam,” he began, stooping over the book close ... ...a cor- ner to blow his nose on his checked handkerchief) to illustrate the theory that all men are equals, and had more than once impressed on his dau... ...e spirits, and that in this world there is truth.” “Y es, that is Herder’s theory,” said Prince Andrew, “but it is not that which can convince me, dea... ...we have admitted the conception of the infinitely small, and the resulting geometrical progres- sion with a common ratio of one tenth, and have found ... ...its the existence of this unknown factor and tries to discover it—now in a geometric for- mation, now in the equipment employed, now , and most usuall...

...r that perchance no longer breath Suffic’d him, of himself and of a bush One group he made. Behind them was the wood Full of black female mastiffs, ga... ...sor, and contains a species of philosophical course of lectures divided into theory and practice, or, as he expresses it, “un enchaussement des choses... ...t conducted, one, upon whose front Three eyes were seen. In rear of all this group, Two old men I beheld, dissimilar In raiment, but in port and gestu... ... painted: steadfastly I therefore por’d upon the view. As one Who vers’d in geometric lore, would fain Measure the circle; and, though pondering long...