"During his comparatively brief life (he died at thirty-nine, the age Mozart was to die) Blaise Pascal devoted his unusual talents to mathematics, physics and religion. His religious views are still widely discussed, and the general interest in this aspect of his life may be responsible for the fact that his mathematical and scientific achievements are less known. Those who are familiar with his Pensées, which are fragments of an intended Apology for Christianity, have had little opportunity of acquiring a just appreciation of the originality of his thought in physics and probability theory. This book fills this gap by describing Pascal’s work in a way that is accessible to anyone interested in his contribution to modern science and his attempt to tame Lady Luck. The words “Unconventional Science” in the subtitle of the book are meant as a reminder of the radically different way of looking at nature that was developed by Pascal and his contemporaries. The first seven chapters examine Pascal’s ingenious experiments to show that a vacuum can be produced, an idea that led him to ascend a mountain with a barometer to prove that we lived submerged under a sea of air. Chapter eight considers his bold views on the advancement of science and religion, and chapter nine his new philosophy of experimental science. The concluding chapters offer an insight into his pioneering work in the theory of probability and his willingness to help a friend who was a keen gambler but no mathematician. Pascal even applied his calculation of the odds at games of chance to the problem of personal destiny and the existence of God. Walking in his footsteps, the reader not only discovers the new world of experimental science but learns to play for high stakes."--Publisher's description.

How did early modern scientists interpret Galileo’s influential Two New Sciences? In 1638, Galileo was over seventy years old, blind, and confined to house arrest outside of Florence. With the help of friends and family, he managed to complete and smuggle to the Netherlands a manuscript that became his final published work, Two New Sciences. Treating diverse subjects that became the foundations of mechanical engineering and physics, this book is often depicted as the definitive expression of Galileo’s purportedly modern scientific agenda. In Reading Galileo, Renée Raphael offers a new interpretation of Two New Sciences which argues instead that the work embodied no such coherent canonical vision. Raphael alleges that it was written—and originally read—as the eclectic product of the types of discursive textual analysis and meandering descriptive practices Galileo professed to reject in favor of more qualitative scholarship. Focusing on annotations period readers left in the margins of extant copies and on the notes and teaching materials of seventeenth-century university professors whose lessons were influenced by Galileo’s text, Raphael explores the ways in which a range of early-modern readers, from ordinary natural philosophers to well-known savants, responded to Galileo. She highlights the contrast between the practices of Galileo’s actual readers, who followed more traditional, “bookish” scholarly methods, and their image, constructed by Galileo and later historians, as “modern” mathematical experimenters. Two New Sciences has not previously been the subject of such rigorous attention and analysis. Reading Galileo considerably changes our understanding of Galileo’s important work while offering a well-executed case study in the reception of an early-modern scientific classic. This important text will be of interest to a wide range of historians—of science, of scholarly practices and the book, and of early-modern intellectual and cultural history.

This book provides an accessible presentation of concepts from probability theory, statistical methods, the design of experiments and statistical quality control. It is shaped by the experience of the two teachers teaching statistical methods and concepts to engineering students, over a decade. Practical examples and end-of-chapter exercises are the highlights of the text as they are purposely selected from different fields. Statistical principles discussed in the book have great relevance in several disciplines like economics, commerce, engineering, medicine, health-care, agriculture, biochemistry, and textiles to mention a few. A large number of students with varied disciplinary backgrounds need a course in basics of statistics, the design of experiments and statistical quality control at an introductory level to pursue their discipline of interest. No previous knowledge of probability or statistics is assumed, but an understanding of calculus is a prerequisite. The whole book serves as a master level introductory course in all the three topics, as required in textile engineering or industrial engineering. Organised into 10 chapters, the book discusses three different courses namely statistics, the design of experiments and quality control. Chapter 1 is the introductory chapter which describes the importance of statistical methods, the design of experiments and statistical quality control. Chapters 2–6 deal with statistical methods including basic concepts of probability theory, descriptive statistics, statistical inference, statistical test of hypothesis and analysis of correlation and regression. Chapters 7–9 deal with the design of experiments including factorial designs and response surface methodology, and Chap. 10 deals with statistical quality control.

Emphasizes the strategy of experimentation, data analysis, and the interpretation of experimental results. Features numerous examples using actual engineering and scientific studies. Presents statistics as an integral component of experimentation from the planning stage to the presentation of the conclusions. Deep and concentrated experimental design coverage, with equivalent but separate emphasis on the analysis of data from the various designs. Topics can be implemented by practitioners and do not require a high level of training in statistics. New edition includes new and updated material and computer output.

Blaise Pascal, the seventeenth-century French philosopher and scientist, is perhaps best known for his "wager," an argument about the existence of God. But there was much more to Pascal and his brilliance. In this accessible and well-documented study, philosopher Douglas Groothuis introduces readers to Pascal's life as well as the breadth of his intellectual pursuits, including his contributions to mathematics, science, ethics, and theology. Groothuis overviews the key points of Pascal's Pensées, which captures his thoughts about God, humanity, and Jesus Christ. Readers will also explore Pascal's views on a range of topics, including culture, politics, Islam, and miracles. Often quoted and often misunderstood, Pascal is a complex figure whose writings have charmed, puzzled, and inspired readers across the centuries. With guidance from a leading Christian thinker and longtime student of Pascal, Beyond the Wager takes you on a journey to discover the riches Pascal has to offer today.

Professionals in all areas – business; government; the physical, life, and social sciences; engineering; medicine, etc. – benefit from using statistical experimental design to better understand their worlds and then use that understanding to improve the products, processes, and programs they are responsible for. This book aims to provide the practitioners of tomorrow with a memorable, easy to read, engaging guide to statistics and experimental design. This book uses examples, drawn from a variety of established texts, and embeds them in a business or scientific context, seasoned with a dash of humor, to emphasize the issues and ideas that led to the experiment and the what-do-we-do-next? steps after the experiment. Graphical data displays are emphasized as means of discovery and communication and formulas are minimized, with a focus on interpreting the results that software produce. The role of subject-matter knowledge, and passion, is also illustrated. The examples do not require specialized knowledge, and the lessons they contain are transferrable to other contexts. Fundamentals of Statistical Experimental Design and Analysis introduces the basic elements of an experimental design, and the basic concepts underlying statistical analyses. Subsequent chapters address the following families of experimental designs: Completely Randomized designs, with single or multiple treatment factors, quantitative or qualitative Randomized Block designs Latin Square designs Split-Unit designs Repeated Measures designs Robust designs Optimal designs Written in an accessible, student-friendly style, this book is suitable for a general audience and particularly for those professionals seeking to improve and apply their understanding of experimental design.