Guide to this Book My main objective is to teach programming in Pascal to people in the hard sciences and technology, who don't have much patience with the standard textbooks with their lengthy, pedantic approach, and their many examples of no interest to scientists and engineers. Another objective is to present many both interesting and useful algorithms and programs. A secondary objective is to explain how to cope with various features of the PC hardware. Pascal really is a wonderful programming language. It is easy to learn and to remember, and it has unrivalled clarity. You get serious results in short order. How should you read this book? Maybe backwards is the answer. If you are just starting with the Borland Pascal package, you must begin with Appendix 1, The Borland Pascal Package. If you are a Pascal user already, still you should skim over Appendix 1. Appendix 2, On Programming, has material on saving programming time and on debugging that might be useful for reference. Chapter 1, Introduction to Pascal, will hardly be read by the experienced Pascal programmer (unless he or she has not used units). Chapter 2, Programming Basics, begins to sample deeper waters, and I hope everyone will find something interesting there. Chapter 3, Files, Records, Pointers, is the final chapter to concentrate on the Pascal programming language; the remaining chapters concentrate on various areas of application.

Guide to this Book My main objective is to teach programming in Pascal to people in the hard sciences and technology, who don't have much patience with the standard textbooks with their lengthy, pedantic approach, and their many examples of no interest to scientists and engineers. Another objective is to present many both interesting and useful algorithms and programs. A secondary objective is to explain how to cope with various features of the PC hardware. Pascal really is a wonderful programming language. It is easy to learn and to remember, and it has unrivalled clarity. You get serious results in short order. How should you read this book? Maybe backwards is the answer. If you are just starting with the Borland Pascal package, you must begin with Appendix 1, The Borland Pascal Package. If you are a Pascal user already, still you should skim over Appendix 1. Appendix 2, On Programming, has material on saving programming time and on debugging that might be useful for reference. Chapter 1, Introduction to Pascal, will hardly be read by the experienced Pascal programmer (unless he or she has not used units). Chapter 2, Programming Basics, begins to sample deeper waters, and I hope everyone will find something interesting there. Chapter 3, Files, Records, Pointers, is the final chapter to concentrate on the Pascal programming language; the remaining chapters concentrate on various areas of application.

Amid the unrest, dislocation, and uncertainty of seventeenth-century Europe, readers seeking consolation and assurance turned to philosophical and scientific books that offered ways of conquering fears and training the mind—guidance for living a good life. The Good Life in the Scientific Revolution presents a triptych showing how three key early modern scientists, René Descartes, Blaise Pascal, and Gottfried Leibniz, envisioned their new work as useful for cultivating virtue and for pursuing a good life. Their scientific and philosophical innovations stemmed in part from their understanding of mathematics and science as cognitive and spiritual exercises that could create a truer mental and spiritual nobility. In portraying the rich contexts surrounding Descartes’ geometry, Pascal’s arithmetical triangle, and Leibniz’s calculus, Matthew L. Jones argues that this drive for moral therapeutics guided important developments of early modern philosophy and the Scientific Revolution.

This volume brings together a collection of seven articles previously published by the author, with a new introduction reframing the articles in the context of past and present questions in anthropology, psychology and human evolution. It promotes the perspective of ‘integrated’ social science, in which social science questions are addressed in a deliberately eclectic manner, combining results and models from evolutionary biology, experimental psychology, economics, anthropology and history. It thus constitutes a welcome contribution to a gradually emerging approach to social science based on E. O. Wilson’s concept of ‘consilience’. Human Cultures through the Scientific Lens spans a wide range of topics, from an examination of ritual behaviour, integrating neuro-science, ethology and anthropology to explain why humans engage in ritual actions (both cultural and individual), to the motivation of conflicts between groups. As such, the collection gives readers a comprehensive and accessible introduction to the applications of an evolutionary paradigm in the social sciences. This volume will be a useful resource for scholars and students in the social sciences (particularly psychology, anthropology, evolutionary biology and the political sciences), as well as a general readership interested in the social sciences.

How did we make reliable predictions before Pascal and Fermat's discovery of the mathematics of probability in 1654? What methods in law, science, commerce, philosophy, and logic helped us to get at the truth in cases where certainty was not attainable? In The Science of Conjecture, James Franklin examines how judges, witch inquisitors, and juries evaluated evidence; how scientists weighed reasons for and against scientific theories; and how merchants counted shipwrecks to determine insurance rates. The Science of Conjecture provides a history of rational methods of dealing with uncertainty and explores the coming to consciousness of the human understanding of risk.

Groundbreaking, ingenious and devastatingly clear, Keith Ward’s Pascal’s Fire is guaranteed to reignite the timeless dispute of whether scientific advancement threatens religious belief. Turning the conventional debate on its head, Ward suggests that the existence of God is actually the best starting-point for a number of the most famous scientific positions. From quantum physics to evolution, the suggestion of an ‘ultimate mind’ adds a new dimension to scientific thought, enhancing rather than detracting from its greatest achievements. Also responding to potential criticisms that his ultimate mind is unrecognisable as the God of Abraham, Ward examines our most fundamental beliefs in a new light. Emerging with a conception of God that is consistent with both science and the world’s major faiths, this ambitious project will fascinate believers and sceptics alike.

Inside the epic quest to find life on the water-rich moons at the outer reaches of the solar system Where is the best place to find life beyond Earth? We often look to Mars as the most promising site in our solar system, but recent scientific missions have revealed that some of the most habitable real estate may actually lie farther away. Beneath the frozen crusts of several of the small, ice-covered moons of Jupiter and Saturn lurk vast oceans that may have existed for as long as Earth, and together may contain more than fifty times its total volume of liquid water. Could there be organisms living in their depths? Alien Oceans reveals the science behind the thrilling quest to find out. Kevin Peter Hand is one of today's leading NASA scientists, and his pioneering research has taken him on expeditions around the world. In this captivating account of scientific discovery, he brings together insights from planetary science, biology, and the adventures of scientists like himself to explain how we know that oceans exist within moons of the outer solar system, like Europa, Titan, and Enceladus. He shows how the exploration of Earth's oceans is informing our understanding of the potential habitability of these icy moons, and draws lessons from what we have learned about the origins of life on our own planet to consider how life could arise on these distant worlds. Alien Oceans describes what lies ahead in our search for life in our solar system and beyond, setting the stage for the transformative discoveries that may await us.

A new translation of Pascal's core mathematical and geometrical works, which include commentary on scientific progress, Morality, Theology and Sociological topics. This new Reader's Edition from Livraria Press contains a new Afterword by the translator on Pascal's personal relationship with Descartes and his intellectual objections to the new Cartesian rationality which fundamentally changed the course of both Science and Philosophy. Additional materials include a short biography on Pascal's life and impact, a useful timeline of his life and relationships, an index of his core Philosophic terminology, a chronological summary of all of his published and posthumous works, and the text of Pascal's Memorial, a poetic, fragmented account of his divine vision in 1654. These extra materials introduce the reader to Pascal's metaphysical works and his environment- bringing to life Pascal's witness of the dawn of a new Scientific age. This is volume 1 of the 7-part Complete Works of Pascal by Livraria Press. This volume covers Pascal’s groundbreaking contributions to mathematics, science, and engineering, as well as his Scientific-Philosophical commentary on the Enlightenment's Scientific progress. This translation of Pascal's 1648 "The History of the Roulette Line, Otherwise known as the Trochoid or Cycloid" contains Pascal's two additions to the text- "Continuation of the History of Roulette" (December 1658) and "Addition Following the History of Roulette" (January 1659). The 1647 work "Treatise on Emptiness & New Experiments Concerning the Vacuum" is Pascal's paper proving the existence of Vacuums (something his contemporary Descartes and the Scientific world believed impossible) along with a treatise on the philosophic ramifications of new scientific discoveries. The original French title of his paper on vacuums is "Expériences nouvelles touchant le vide" and the fragment of the unfinished "preface to the Treatise on Emptiness" (Fragment de préface pour le traité du vide) first written in October 1647. Together, these two papers provide a fascinating view into the mind of the Scientist-Theologian Pascal. In September 1647 in Pais, René Descartes met with Pascal over this topic of the vacuum. Descartes' mechanistic understanding of Physics led to his skepticism over the possibility of a vacuum, but Pascal almost convinced him.This meeting was arranged by Father Mersenne, a mutual acquaintance who was deeply involved in the intellectual circles of the time. Pascal and Descartes discussed various scientific and philosophical issues, particularly focusing on physics and the nature of the vacuum, a subject both were deeply interested in. Pascal had been conducting experiments on atmospheric pressure and the vacuum, and he sought Descartes' opinion on his findings. Descartes later read this work, evolving his understanding of Physics. Pascal's Theorem, also known as the Hexagrammum Mysticum Theorem, is found first here in his 1639 Essay on Conic Sections. This theorem is one of Pascal's early contributions to projective geometry, dealing with the properties of hexagons inscribed in conic sections. The lemma mentioned in this work is Pascal's famous theorem related to a hexagon inscribed in a conic section. It states that the intersection points of the opposite sides of such a hexagon lie on a straight line. Pascal referred to this inscribed hexagon as the "mystic hexagram" but would later be called Pascal's Theorem. Originally written in 1640 "Essai pour les coniques" is one of Pascal's earliest existing works on Geometry, displaying his particularly advanced understanding and extension of conic sections, inspired by Desargues' pioneering work. Pascal's definition of the arrangement of straight lines is closely borrowed from Girard Desargues, particularly from his work "Brouillon Project" (Project Draft). Desargues' influence is evident in Pascal's studies, especially in the properties and projections of conic sections. Pascal's work also reflects Desargues' theorem, which deals with the intersections of a transversal with a conic section and the sides of an inscribed quadrilateral. Following Girard Desargues' methods, Pascal studied the properties of conic sections by considering them as projections of a circle. This approach was to form part of his comprehensive work on conics, "Conicorum opus completum." Pascal's propositions often involve relationships that can be understood using this concept. A fragment from Pascal's complete treatise on conics, titled "Generatio Conisectionum," develops these considerations further, however this manuscript has been lost, save for handwritten copies of parts of it copied by Leibnitz. This volume contains: 1640: Essay on Conic Sections 1645: The Arithmetic Machine 1647: Treatise on Emptiness & New Experiments Concerning the Vacuum 1648: The History of the Roulette Line, Otherwise known as the Trochoid or Cycloid 1654: Treatises on the Equilibrium of Liquors and the Gravity of the Mass of Air 1871: On the Geometric Mind

The Scientific Programmer's Toolkit: Turbo Pascal Edition presents a complete software environment for anyone writing programs in mathematical, engineering, or science areas. This toolkit package is designed for use with Turbo Pascal, the de facto standard Pascal system for PC and compatible machines. The book and its software provides an integrated software library of programming tools. The programs and routines fall into three categories: graphical, mathematical, and utilities. Routines are further subdivided into three levels that reflect the experience of the user. For graphics and text handling routines there is also a Level 0, which provides an interface to the machine operating system. By using hierarchically structured routines, the clearly written text, and a wide range of example programs, software users can construct a user-friendly interface with minimal effort. The levels structure makes it easy for newcomers to use the Toolkit, and with growing experience, users can achieve more elaborate effects. The Scientific Programmer's Toolkit will be useful to consultants, researchers, and students in any quantitative profession or science, in private or public sector research establishments, or in secondary and higher education.

MATLAB for Neuroscientists serves as the only complete study manual and teaching resource for MATLAB, the globally accepted standard for scientific computing, in the neurosciences and psychology. This unique introduction can be used to learn the entire empirical and experimental process (including stimulus generation, experimental control, data collection, data analysis, modeling, and more), and the 2nd Edition continues to ensure that a wide variety of computational problems can be addressed in a single programming environment. This updated edition features additional material on the creation of visual stimuli, advanced psychophysics, analysis of LFP data, choice probabilities, synchrony, and advanced spectral analysis. Users at a variety of levels—advanced undergraduates, beginning graduate students, and researchers looking to modernize their skills—will learn to design and implement their own analytical tools, and gain the fluency required to meet the computational needs of neuroscience practitioners. - The first complete volume on MATLAB focusing on neuroscience and psychology applications - Problem-based approach with many examples from neuroscience and cognitive psychology using real data - Illustrated in full color throughout - Careful tutorial approach, by authors who are award-winning educators with strong teaching experience