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#KVHB:Statistiek --- Statistieken --- Toegepaste wiskunde --- Psychologie
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#KVHB:Statistiek --- Statistieken --- Toegepaste wiskunde --- Psychologie
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While taking a class on infinity at Stanford in the late 1980's, Ravi Kapoor discovers that he is confronting the same mathematical and philosophical dilemmas that his mathematician grandfather had faced many decades earlier--and that had landed him in jail. Charged under an obscure blasphemy law in a small New Jersey town in 1919, Vijay Sahni is challenged by a skeptical judge to defend his belief that the certainty of mathematics can be extended to all human knowledge--including religion. Together, the two men discover the power--and the fallibility--of what has long been considered the pinnacle of human certainty, Euclidean geometry. As grandfather and grandson struggle with the question of whether there can ever be absolute certainty in mathematics or life, they are forced to reconsider their fundamental beliefs and choices. Their stories hinge on their explorations of parallel developments in the study of geometry and infinity--and the mathematics throughout is as rigorous and fascinating as the narrative and characters are compelling and complex. Moving and enlightening, A Certain Ambiguity is a story about what it means to face the extent--and the limits--of human knowledge.
Mathematics --- English literature --- toegepaste wiskunde --- epistomologie
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#BIBC:boekadm
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Academic collection --- #gsdbP --- #KVHB:Statistiek --- Statistieken --- Toegepaste wiskunde
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This book contains a large variety of intriguing puzzles with detailed ingenious solutions generally not found elsewhere. This book is a great treasure for everybody who enjoys the beauty of fascinating world of recreational mathematics. Puzzles in the book can be browsed at random as these are not grouped in any orderly manner. Apart from puzzle enthusiasts and mathlovers, the book is considered of immense value for aspirants of Math Olympiad, CAT/MBA and job interviews of big companies like Google, Microsoft, Amazon, Apple, Facebook, Yahoo, NVidia, Oracle, Adobe, Morgan Stanley, Bloomberg, etc. The title of puzzles has been suitably framed. Repetition of similar type of puzzles has been avoided to keep the book in a concise form. However, important aspects of similar puzzles, if any, have been covered in comments section. This book is divided into four chapters (Chaps. 1–4): Chapter 1 contains 25 short riddles and brainteasers. These puzzles vary from simple but tricky to challenging ones. Chapter 2 contains detailed solutions to all the short riddles and brainteasers given in Chapter 1. Chapter 3 contains 125 creative puzzles of varying difficulty level covering arithmetic and algebraic puzzles on clock, calendar, weight, age and digital puzzles, geometric puzzles, logical reasoning puzzles, and combinatorial puzzles, match puzzles and game puzzles like “kaun banega crorepati” (who will become a Decamillionaire), new year winner, winning numbers, etc. Some famous and old puzzles like Cheryl’s birthday, Bachets weight, liquid decanting, crossing bridge/river/desert, etc., have also been included so that readers can find all types of puzzles at one place. Only basic mathematics is required to solve these puzzles, but most of these puzzles are tricky and can be simplified by ingenious ideas. Chapter 4 contains detailed solutions to all the creative puzzles given in Chapter 3.
Mathematics --- toegepaste wiskunde --- wiskunde --- Mathematical recreations. --- Matemàtica recreativa --- Matemàtica recreativa.
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Wiskunde moeilijk? Niet meer als je dit boek hebt gelezen. Overal om ons heen zijn getallen. Ze zijn zo onmisbaar dat we bijna vergeten hoe fundamenteel ze zijn voor onze manier van leven. In deze internationale bestseller neemt de Franse wiskundige en YouTube-ster Mickaël Launay de lezer mee op een fascinerende reis door de geschiedenis van de cijfers en laat hij aan de hand van vele anekdotes zien hoe wiskunde is ontstaan om de wereld om ons heen beter te begrijpen. Grote wiskundige ideeën ontstonden vaak onverwacht en werden door mannen én vrouwen ontwikkeld. Al in de prehistorie bestonden er ingenieuze geometrische patronen en gebruikte men ‘Arabische’ cijfers uit India. Later ontstonden rekenkunde en geometrie, bijvoorbeeld om het aantal schapen in een kudde te tellen of om velden te meten en wegen aan te leggen. Aan de hand van voorwerpen om ons heen onthult Launay als ervaren gids de kunst van de wiskunde; van de schoonheid van het getal pi, kansberekening, algoritmen die computers besturen tot stellingen die nog moeten worden ontdekt. De wetten van de wereld is het fascinerende verhaal over een van de beste uitvindingen in de geschiedenis tot nu toe en is een warm pleidooi om wiskunde – net als muziek en literatuur – voor iedereen toegankelijk te maken.
Wiskunde ; geschiedenis --- 485.3 --- wiskunde --- geschiedenis --- didactiek secundair onderwijs - wiskunde --- Mathematics --- toegepaste wiskunde --- 510
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Voor een kind staat wiskunde meestal gelijk aan rekenen, terwijl een tiener denkt aan worstelen met driehoeksmeetkunde en vergelijkingen. Volwassenen hebben dan weer vaak het gevoel 'waar was al die wiskunde op school goed voor?'. Wiskunde is echter het, vaak onzichtbaar, kloppend hart in heel wat zaken uit ons dagelijkse leven. Professor Ann Dooms wil de kracht en schoonheid van wiskunde graag met het grote publiek delen en presenteert in dit boek een smakelijk buffet van wat wiskunde te bieden heeft: van eeuwige waarheid tot computers, van tellen op de vingers tot rondsurfen op Netflix en Google, van kijken in de spiegel tot bellen en betalen met je gsm, van turen naar de sterrenhemel tot het nemen van een selfie en van games tot artificiële intelligentie. Je zal verbijsterd zijn hoe de auteur erin slaagt om logica, limieten, irrationale getallen, vergelijkingen, afgeleiden, integralen en kansen een geheel nieuw leven te geven!
Wiskunde --- Mathematics --- toegepaste wiskunde --- 485.3 --- wiskunde --- natuurkunde --- didactiek secundair onderwijs - wiskunde
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This book deals with the prediction of possible future scenarios concerning the COVID-19 pandemic. Based on the well-known SIR model by Kermack and McKendrick a compartment model is established. This model comprises its own assumptions, transition rates and transmission dynamics, as well as a corresponding system of ordinary differential equations. Making use of numerical methods and a nonstandard-finite-difference scheme, two submodels are implemented in Matlab in order to make parameter estimations and compare different scenarios with each other. About the author Sarah Marie Treibert is a research assistant at the Chair of Applied Mathematics / Numerical Analysis of the University of Wuppertal (Bergische Universität Wuppertal). Her focus is on Epidemic Modelling.
Mathematics --- toegepaste wiskunde --- wiskunde --- Mathematics. --- Applications of Mathematics. --- Pandèmia de COVID-19, 2020 --- -Models matemàtics --- Previsió
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This monograph provides a concise overview of nonlinear internal wave theory. It serves as a self-contained reference for both students of mathematics as well as scientific professionals by presenting the material in two parts, isolating the narrative analysis from the mathematical detail. This unique format allows the text to remain accessible to oceanographers and researchers outside of mathematics by presenting a range of relevant theories on their own terms. Conversely, it enables applied mathematicians to understand how the conversation between mathematics and sciences proceeds in a field that has developed through a combination of the two. In addition, the text is supplemented by hands-on Matlab software, as the book incorporates a collection of working codes that enable readers to reproduce all theoretical figures in the text, with modification potential to fit a range of applications including a number of mini-projects outlined throughout the text.
Mathematics --- Solar system --- toegepaste wiskunde --- wiskunde --- aarde (astronomie) --- Nonlinear waves. --- Ones no lineals
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