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Explore some of the contributions of psychology to the great space race, orbiter and International Space Station missions, and future space journeys.

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In the present volume there have been covered in a comprehensive and popular manner the various departments of Astronomy. Owing to its treatment in a definitely historical and descriptive manner, however, it may be possible to supplement the general review by a few brief statements of some of the results and problems that confront us in the actual work of the observational astronomy of to-day....

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The astronomical beliefs of prehistoric man were doubt similar to those entertained by the Eskimo of the Arctic regions and the untutored tribes of Argentine' Republic, South Africa and Australia, tribes who, living only for the day, concern themselves but little with to- morrow and yesterday and care nothing about the universe......

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Whatever one may think about the material reality of unidentified flying objects (UFOs), myriad reports of UFO sightings exist and are well documented in the literature of the study of UFOs. This field is widely known as ufology. The history of UFO sightings and their socio-political context and consequences constitutes the broad subject of this study. It provides a rich site for analysis of how scientists address, both publicly and privately, anomalies that appear to pertain to science. The case study I have chosen to explore is a study of UFO sightings, the Scientific Study of Unidentified Flying Objects, commissioned by the Air Force in 1968 in response to an unprecedented wave of UFO sightings in America. The Air Force selected Dr. Edward U. Condon, a plasma physicist of the University of Colorado, to chair the study. In this thesis, I answer four questions: (1) why the Air Force chose Edward Condon to chair the Committee which produced the report; (2) how the report was a product of the history of the UFO phenomenon and the cultural and intellectual context of its times; (3) how “social intelligence”–or the perception and trans...

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This book contains a scientific description of mechanisms and regularities of the development of the reproduction system of human beings, including embryonic period, childhood and adolescence. It also contains a thorough description of mechanisms of forming of homosexuality of both sexes, using results of relevant experiments on animals as a scientific basis. The author describes methods of reproductive function regulation: from choosing an appropriate diet — to methods of psychic selfregulation, including work with chakras and meridians. A significant part of the book is dedicated to bioenergetic aspect of sexual interaction, sexual psychology and ethics, from religious positions, in particular. The author substantiates a call to view sexuality as an opportunity of spiritual growth trough correct development of one’s emotional sphere, refinement of consciousness and ethic self-control....

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Do you think "math = awesome" is a true statement? After reading this book, you might change your answer to a yes. With "jargon avoidance" in mind, this recreational math book gives you the lowdown on why math is fun, interesting and relevant in today's society. Intended for anyone who is curious about math and where it is circa 2010. This book is less concerned with exploring the mathematical details than it is with exploring the overall impact of various discoveries and insights, and aims to be insightful, cutting edge-y and mathematically rigorous....

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Book Directory: 1. Introduction 2. Picking a Winner is as Easy as 1, 2, 3. 3. That's my Birthday! 4. Sizing up Infinity 5. I am a Liar 6. Gratuitous Mathematical Hype 7. LOL Math, Math LOL 8. In Addition to High School Geometry 9. Abstraction is for the Birds 10. NKS: Anti-Establishment as Establishment 11. 42% of Statistics are Made up 12. Undercover Mathematicians 13. I Will Never Use This 14. Gaussian Copula: $ Implications 15. A Proven Savant 16. History of the TOE and E8 17. One Heck of a Ratio 18. A Real Mathematical Hero 19. Casinos Heart Math 20. The Man who was Sure About Uncertainty 21. We Eat This Stuff Up 22. Do I Have a Question for you! 23. When Nothing is Something 24. Think Binary 25. Your Order Will Take Forever 26. When you Need Randomness in Life 27. e=mc^2 Redux 28. Quipu to Mathematica 29. Through the Eyes of Escher 30. Origami is Realized Geometry 31. Quantifying the Physical 32. Geometric Progression Sure Adds up 33. Nature = a + bi and Other Infinite Details 34. Mundane Implications of Tim...

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Scientia Magna is published annually in 200-300 pages per volume and 1,000 copies on topics such as mathematics, physics, philosophy, psychology, sociology, and linguistics....

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A structure theorem of right C-rpp semigroups1 Abstract A new method of construction for right C-rpp semigroups is given by using a right cross product of a right regular band and a strong semilattice of left cancellative monoids. Keywords Right C-rpp semigroups, right cross products, right regular bands, left cancellative monoids. x1. Introduction Recall that a semigroup S is called an rpp semigroup if all its principal right ideals aS1, regarded as right S1-systems, are projective. According to J.B. Fountain[5], a semigroup S is rpp if and only if, for any a 2 S, the set Ma=fe 2 E j S1a µ Se and for all x; y 2 S1, ax = ay ) ex = eyg is a non-empty set, where E is the set of all idempotents of S. An rpp semigroup S is called strongly rpp if for every a 2 S, there exists a unique idempotent e in Ma such that ea=a. It is easy to see that regular semigroups are rpp semigroups and completely regular semigroups are strongly rpp semigroups. Thus, rpp semigroups are generalizations of regular semigroups. A strongly rpp semigroups S is said to be a right C-rpp semigroup if L. _ R is a congruence on S and Se µ eS for all e 2 E(...

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X. Pan and B. Liu : On the irrational root sieve sequence 1 H. Liu : Sub-self-conformal sets 4 K. Liu : On mean values of an arithmetic function 12 L. Wang and Y. Liu : On an infinite series related to Hexagon-numbers 16 X. Ren, etc. : A structure theorem of right C-rpp semigroups 21 A. R. Gilani and B. N. Waphare : Fuzzy extension in BCI-algebras 26 A. S. Shabani : The Pell's equation x2 ¡ Dy2 = §a 33 L. Cheng : On the mean value of the Smarandache LCM function 41 W. Guan : Four problems related to the Pseudo-Smarandache-Squarefree function 45 Y. Lou : On the pseudo Smarandache function 48 J. L. Gonzalez : A miscellaneous remark on problems involving Mersenne primes 51 Y. Liu and J. Li : On the F.Smarandache LCM function and its mean value 52 N. T. Quang and P. D. Tuan : A generalized abc-theorem for functions of several variables 56 W. Liu, etc. : An assessment method for weight of experts at interval judgment 61 Y. Xue : On the F.Smarandache LCM function SL(n) 69 Y. Zheng : On the Pseudo Smarandache function and its two conjectures 74 Z. Ding : Diophantine equations and their positive integer solutions 77 S. Gou ...

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Scientia Magna is published annually in 200-300 pages per volume and 1,000 copies on topics such as mathematics, physics, philosophy, psychology, sociology, and linguistics....

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Abstract In this paper, we use 4-cyclotomic cosets of modulo n and generator polynomials to describe quaternary simple-root cyclic codes of length n = 85. We discuss the conditions under which a quaternary cyclic codes contain its dual, and obtain some quantum error-correcting codes of length n = 85, three of these codes are better than previous known codes. Keywords Quaternary cyclic code, self-orthogonal code, quantum error-correcting code. x1. Introduction Since the initial discovery of quantum error-correcting codes, researchers have made great progress in developing 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 from quaternary cyclic codes. It is known that there is a close relation between cyclotomic coset and cyclic codes. Suggested by this relation, we use 4-cyclotomic coset modulo n and generator polyn...

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S. M. Khairnar and M. More : Subclass of analytic and univalent functions in the unit disk 1 Y. Ma, etc. : Large quaternary cyclic codes of length 85 and related quantum error-correcting 9 J. Chen : Value distribution of the F.Smarandache LCM function 15 M. Bencze : About a chain of inequalities 19 C. Tian and N. Yuan : On the Smarandache LCM dual function 25 J. Caltenco, etc. : Riemannian 4-spaces of class two 29 Y. Xue : On a conjecture involving the function SL¤(n) 41 Y. Wang : Some identities involving the near pseudo Smarandache function 44 A. Gilani and B. Waphare : On pseudo a-ideal of pseudo-BCI algebras 50 J. Chen : An equation involving the F.Smarandache multiplicative function 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 value of B(Â) 93 Z. Lv : On the F.Smarandache function and its mean val...

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Old timer ‘root-cellars’ had water barrels that froze when it was too cold. Northern lights are similar, but in the sky. Flaring denotes both freezing and perhaps atmospheric friction. Northern lights combine uranium chalk (for green lights), water, and collapsed balloons of atmospheres in the far north. At minus 35 degrees Celsius (C) or so, gaseous lights turn to icebergs and float in the sky. Think of these terms: • Ice lenses • Tesla’s atmospheric friction electrical generation (7 atmospheres) • ‘Root- cellar’ water barrels • Rivers- in- the- sky ...and think of Galileo, the Toronto School Board of Education, Copernicus, and ...GURBIN!...

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From approximately Dec 1/2012 to mid- may year 2013, I was very fortunate to have the unique experience of being a winter caretaker for Ennedai Lake Lodge, Nunavut territory, Kivaliq region. For about five months I had a wood burning stove on the edge of Canada's northern tree line to keep from freezing to death. I was supplied with proper gear to live through temperatures ranging from +15 C to a low of - 55 C, very cold! I was provisioned both at the camp and also upon being flown in. I planned to ice fish but ten feet of ice is tough to get through when a back injury prevents ‘quick- pull’ actions needed to start a power auger and also a snowmobile. I called HQ in Resolute Bay, or in Iqaluit, twice a week sometimes only getting through once (the local term is being 'weathered out'). I saw foxes, singular wolverines (purposeful tanks that can take out a grizzly), lots of birds, northern lights, sundogs, moondogs, green snow, blue snow, and many northern experiences unfathomable to southern warmer eyes. It is often hard to recall those eyes upon returning south, such is the absolute wonder I have witnessed in the north. I melted ...

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CHAPTER ONE: A Maverick book … CHAPTER TWO: What if H2O is mixed with radioactivity? … CHAPTER THREE: Canada really is ‘Bloody Canada’ as was ‘little France’, aka ‘Bloody Scotland’. Or: So I think URANIUM is in the hydrology cycle. … CHAPTER FOUR: I’m baffled by this all… & older bro says “more iodized salt”. … CHAPTER FIVE: Snow White’s Palace for a Disney destination. … CHAPTER SIX: Lynn Andrews needs to move her people- not only because no one I’ve heard of has tried corralling Muskox (twice the iron content of bison). … CHAPTER SEVEN: ICE LIGHTS! and moondogs and skyquakes- OH MY! … CHAPTER EIGHT: Save the Queen, not the Wi-Fi. … CHAPTER NINER: The un-named 2000’ highpointed Stoney Mountains of Kug/ Coppermine to Churchill that hold the weather in, as in- ‘in’sanely cold (locally named). … CHAPTER X: Green mud forming around a small green chalky pebble- it’s a water-soluble-dissolving-pebble in a wet puddle. ...

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Respected Disclosure Project Supporters, We are taking another big step toward full disclosure of the secret government and towards resolving the environmental and energy crisis we all find ourselves in. We have compiled two brief, important documents which, if spread far and wide, could have a very large impact on the consciousness of our nation and world. We need your help in spreading these documents to all who might be interested, both through email and through public posting and distribution. Both of these short documents are collections of some of the most powerful, revealing quotes from the book of witness testimony we compiled - Disclosure. The two-page document entitled, The Greatest Secret in Modern History, through concise, precise quotes reveals: 1) the existence of ETs; 2) their desire for us not to use nuclear devices; 3) advanced technologies developed through black projects; and 4) the war plan of the secret government. The credentials of the speakers as a whole cannot be questioned. We believe that anyone who reads this document with an open mind cannot help but be drawn to assist us in our efforts towards ...

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Foreword It was agriculture that enabled human beings to become producers rather than hunters and gatherers, and in doing so to settle into communities. From these earliest settlements have developed the elaborate and complex societies of today. During all these millennia, we have tended to take agriculture for granted. This is unfortunate, and unfair by all those - farm men and women in the fields, scientists in their laboratories, and policy makers in parliaments and elsewhere, for instance - who have contributed to the development of agriculture; an enterprise that is as significant as it is exciting. The history of modern agriculture which has made possible the greatest leap in well-being that the human family has yet experienced, has seen the integration of research-based knowledge with traditional wisdom to bring about great improvements in agricultural varieties, farming techniques and management practices. The consequence of that “marriage” has been undreamed of increases of food productivity which served as the center of concentric circles of progress. Understanding that process and, more important, the substance that mad...

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Table of Contents List of Boxes ix Acknowledgments xi List of Acronyms xii Forward by Ismail Serageldin xiii To The Reader xv Chapter 1. NATURAL RESOURCES 1 Concern 1 The Underlying Resources 3 Land and Soil 3 Water 7 Atmosphere 12 Biodiversity 15 Forests 17 Management of Natural Resources 19 Chapter 2. FOOD AND AGRICULTURE 23 The Development of Modern Agriculture 23 Population and Food 27 Future Food Demand 30 The Agricultural Environment 34 Irrigation Potential 36 Poverty 37 Investment 39 Sustainable Food Production 42 Sustainability and Image 45 People and Agriculture 47 Towards an Alternative Approach 51 Chapter 3. UNDERSTANDING AND EDUCATION: ENVIRONMENTAL EMPATHY 55 Awareness 55 Bread Baskets of the World 58 The Global Need 59 The Imperative of Education 60 Public Environmental Education 63 Changes in Agricultural Education 66 Information or Knowledge 70 Chapter 4. HIGHER EDUCATION IN LESS DEVELOPED COUNTRIES 75 Note: Page numbers may differ in e-version Why Higher Education? 75 6 The Alternative - “The Noble Savage” 79 Universities in LDCs 80 Natural Resource Management Education 82 Issues in Environmental Educat...

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Scientia Magna is published annually in 200-300 pages per volume and 1,000 copies on topics such as mathematics, physics, philosophy, psychology, sociology, and linguistics....

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An identity involving the function ep(n) Abstract The main purpose of this paper is to study the relationship between the Riemann zeta-function and an in¯nite series involving the Smarandache function ep(n) by using the elementary method, and give an interesting identity. Keywords Riemann zeta-function, in¯nite series, identity. x1. Introduction and Results Let p be any fixed prime, n be any positive integer, ep(n) denotes the largest exponent of power p in n. That is, ep(n) = m, if pm j n and pm+1 - n. In problem 68 of [1], Professor F.Smarandache asked us to study the properties of the sequence fep(n)g. About the elementary properties of this function, many scholars have studied it (see reference [2]-[7]), and got some useful results. For examples, Liu Yanni [2] studied the mean value properties of ep(bk(n)), where bk(n) denotes the k-th free part of n, and obtained an interesting mean value formula for it. That is, let p be a prime, k be any fixed positive integer, then for any real number x ¸ 1, we have the asymptotic formula....

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F. Ayatollah, etc. : Some faces of Smarandache semigroups' concept in transformation semigroups' approach 1 G. Feng : On the F.Smarandache LCM function 5 N. Quang and P. Tuan : An extension of Davenport's theorem 9 M. Zhu : On the hybrid power mean of the character sums and the general Kloosterman sums 14 H. Yang and R. Fu : An equation involving the square sum of natural numbers and Smarandache primitive function 18 X. Pan and P. Zhang : An identity involving the Smarandache function ep(n) 26 A.A.K. Majumdar : A note on the Smarandache inversion sequence 30 F. Li : Some Dirichlet series involving special sequences 36 Y. Wang : An asymptotic formula of Sk(n!) 40 S. Gao and Z. Shao : A fuzzy relaxed approach for multi-objective transportation problem 44 J. Li : An infinity series involving the Smarandache-type function 52 B.E. Carvajal-Gamez, etc. : On the Lorentz matrix in terms of Infeld-van der Waerden symbols 56 X. Li : On the mean value of the Smarandache LCM function 58 K. Ran and S. Gao : Ishikawa iterative approximation of fixed points for multi-valued Ástrongly pseudo-contract mappings 63 X. Fan : On the divisi...

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This issue of the journal is devoted to the proceedings of the third International Conference on Number Theory and Smarandache Problems. The conference was a great success and will give a strong impact on the development of number theory in general and Smarandache problems in particular. In this volume we assemble not only those papers which were presented at the conference but also those papers which were submitted later and are concerned with the Smarandache type problems or other mathematical problems. Other papers are concerned with the number-theoretic Smarandache problems and will enrich the already rich stock of results on them. Readers can learn various techniques used in number theory and will get familiar with the beautiful identities and sharp asymptotic formulas obtained in the volume....

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Abstract : Let k be any ¯xed positive integer, n be any positive integer, Sk(n) denotes the smallest positive integer m such that m! is divisible by kn: In this paper, we use the elementary methods to study the asymptotic properties of Sk(n), and give an interesting asymptotic formula for it. Keywords : F. Smarandache problem, primitive numbers, asymptotic formula. ...

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J. Wang : Cube-free integers as sums of two squares 1 G. Liu and H. Li : Recurrences for generalized Euler numbers 9 H. Li and Q. Yang : Some properties of the LCM sequence 14 M. Liu : On the generalization of the primitive number function 18 Z. Lv : On the F. Smarandache LCM function and its mean value 22 Q. Wu : A conjecture involving the F. Smarandache LCM function 26 S. Xue : On the Smarandache dual function 29 N. Yuan : A new arithmetical function and its asymptotic formula 33 A. Muktibodh, etc. : Sequences of pyramidal numbers 39 R. Zhang and S. Ma : An e±cient hybrid genetic algorithm for continuous optimization problems 46 L. Mao : An introduction to Smarandache multi-spaces and mathematical combinatorics 54 M. Selariu : Smarandache stepped functions 81 X. Zhang and Y. Zhang : Sequences of numbers with alternate common di®erences 93 Y. Zhang : On the near pseudo Smarandache function 98 A. Muktibodh : Smarandache mukti-squares 102...

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“I like the idea of mental synthesis very much ... I quite agree that language evolved in a way that facilitates synthesis and transmission of the synthesized mental image. ... I don't think there can be much doubt, purely conceptually, that language was a late arrival. Whatever mutation provided the key to it would have had no selectional advantage at all, and would have just been a useless “organ,” if it could not have linked up to pre-existing thought systems.” —NOAM CHOMSKY, Professor Emeritus of Linguistics, MIT “Boston University’s Andrey Vyshedskiy brings a neuroscientist’s perspective to the discussion of human mental history in On the Origin of the Human Mind.” —Scientific American Mind (July 2009) “I found the Mental Synthesis theory stimulating and provocative. The author puts forward an explanation for the evolution of the human mind based on predator detection that led to increased visual mental analysis which set the stage for visual mental syntheses. The author presents an impressive array of recent research on the brain with up to date references that are highly relevant to his case and the origin of mi...

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Introduction While studying the neuroscience of consciousness, I was struck with certain facts about mental imagery that seemed to shed some light on the process of the evolution of the human mind. The origin of the human mind remains one of the greatest mysteries of all times. The last 150 years, since Charles Darwin proposed that species evolve under the influence of natural selection (Darwin C, 1859), have been marked by great discoveries. Molecular biology described the genetic principles underlying species evolution and identified specific changes in the human genome since our lineage split off from the chimpanzee line about six million years ago (Somel M, 2013). Great paleontological discoveries have filled that span of six million years of human evolution with a number of intermediate species that display both human- and ape-like characteristics. However, the discussion of the evolution of the human intellect and specific forces that shaped the underlying brain evolution is as vigorous today as it was in Darwin’s times. At the center of the predicament about the origin of the human mind lies the question of human uniqu...

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Introduction 1 Part 1. Neuroscience of imagination 5 Chapter 1. Object encoding in the brain 6 Chapter 2. Neuronal synchronization 26 Chapter 3. Imagining new objects 32 Chapter 4. External manifestations of mental synthesis 39 Chapter 5. Humans versus animals 80 Chapter 6: Overall Discussion of Part 1 108 Part 2. Evolution of the Human Mind 135 Chapter 7. Introduction: a quick guide to paleoanthropology 136 Chapter 8. Cognitive evolution through the prism of paleontological evidence 160 Chapter 9. Evolutionary pressure drives better predator detection 191 Chapter 10. Overall Discussion of Part 2 219 Part 3. The “last” mutation 254 Chapter 11. The role of the prefrontal cortex in the process of mental synthesis 256 Chapter 12. Evolution of the prefrontal cortex 277 Conclusions 327 A wish list of experiments 339 Appendix 367 Acknowledgments 400 Bibliography 401 Illustrations credits 428 About the author 430 ...