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                <text>1. De Zon, onze dagster</text>
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                <text>Voor wie geïnteresseerd is in het maken van zonnefoto's verschaft deze bundel de nodige informatie over de zon:&lt;br /&gt;
- De zon aan de Hemel;&lt;br /&gt;
- Bouw van de Zon;&lt;br /&gt;
- Verschijnselen op de Zon;&lt;br /&gt;
- Radio- en deeltjesstraling van de Zon;&lt;br /&gt;
- Zonnewaarnemingen (&amp;amp; filters);&lt;br /&gt;&lt;br /&gt;
alsook bijkomende informatie over de apparatuur.&lt;br /&gt;
I&lt;br /&gt;&lt;br /&gt;</text>
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                <text>&lt;p&gt;Is ons heelal het enige? Of is het er slechts eentje in een enorme verzameling van parallelle universa? En stel dat het er meer zijn, waar houden al die geheimzinnige soortgenoten van ons heelal zich dan schuil?&lt;/p&gt;
&lt;p&gt;In &lt;em&gt;Het multiversum &lt;/em&gt;nodigt Ans Hekkenberg je uit om over de grenzen van onze werkelijkheid heen te kijken. Ze bespreekt hoe verschillende wetenschappelijke theorieën de deuren naar het multiversum openen. Zo dicteert de kansrekening dat iedereen, in een oneindig groot heelal, oneindig veel dubbelgangers heeft. Uit de vreemde wetten van de quantummechanica volgt dat de werkelijkheid zich met elke keuze die je maakt opsplitst. En de snaartheorie zegt dat er talloze andere dimensies zijn, waar de natuurwetten heel anders zijn dan bij ons. Van de allesomvattende oerknal tot het moeras van de snaartheorie, in dit boekje staat je een onvoorstelbare reis tot ver buiten je dagelijkse realiteit te wachten.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;</text>
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                <text>Ans Hekkenberg</text>
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                <text>&lt;p&gt;&lt;em&gt;Heavenly Mathematics&lt;/em&gt; traces the rich history of spherical trigonometry, revealing how the cultures of classical Greece, medieval Islam, and the modern West used this forgotten art to chart the heavens and the Earth. Once at the heart of astronomy and ocean-going navigation for two millennia, the discipline was also a mainstay of mathematics education for centuries and taught widely until the 1950s. Glen Van Brummelen explores this exquisite branch of mathematics and its role in ancient astronomy, geography, and cartography; Islamic religious rituals; celestial navigation; polyhedra; stereographic projection; and more. He conveys the sheer beauty of spherical trigonometry, providing readers with a new appreciation of its elegant proofs and often surprising conclusions. &lt;em&gt;Heavenly Mathematics&lt;/em&gt; is illustrated throughout with stunning historical images and informative drawings and diagrams. This unique compendium also features easy-to-use appendixes as well as exercises that originally appeared in textbooks from the eighteenth to the early twentieth centuries.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;</text>
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                <text>Verdwijnpunt prentententoonstelling van M.C.Escher opgelost</text>
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                <text>&lt;p&gt;Prentententoonstelling van M.C. Escher: gaat er een wiskundige grondslag schuil achter deze litho? En wat zit er achter de mysterieuze blanco plek in het midden waar de afbeelding in lijkt te verdwijnen? Wiskundigen van de Universiteit Leiden hebben deze vraag al bestudeerd met behulp van elliptische krommen. In deze Zebra wordt gebruikgemaakt van meer toegankelijke technieken uit complexe analyse: complexe getallen en de exponentiële functie. Dit wordt gecombineerd met het schuin oprollen van papier om Prentententoonstelling compleet te maken.&lt;/p&gt;</text>
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                <text>&lt;p&gt;Seduced by logic: Émilie Du Châtelet, Mary Somerville and the Newtonian Revolution&lt;/p&gt;
&lt;p&gt;This is the fascinating story of two women who lives were guided by a passion for mathematics and an insatiable curiosity to know and understand the world around them — the beautiful, outrageous Émilie du Châtelet and the charmingly subversive Mary Somerville. Against great odds, Émilie and Mary taught themselves mathematics, and did it so well that they each became a world authority on Newtonian mathematical physics.&lt;br /&gt;&lt;em&gt;Seduced by Logic&lt;/em&gt; begins with Émilie du Châtelet, an 18th-century French aristocrat, intellectual, and Voltaire's lover, whose true ambition was to be a mathematician. She strove not only to further Newton's ideas in France, but to prove that they had French connections, including to the work of Descartes, whom Newton had read. She translated the great &lt;em&gt;Principia Mathematica&lt;/em&gt; into French, in what became the accepted French version of Newton's work, and was instrumental in bringing Newton's revolutionary opus to a Continental audience.&lt;br /&gt;A century later, in Scotland, Mary Somerville taught herself mathematics and rose from genteel poverty to become a figure of authority on Newtonian physics. Living in France, she became acquainted with the work of one of Newton's protégés, Pierre Simon Laplace, and translated his six-volume &lt;em&gt;Celestial Mechanics&lt;/em&gt; into English. It remained the standard astronomy text for the next century, and was considered the most influential work since&lt;em&gt; Principia&lt;/em&gt;.&lt;br /&gt;Connected by their love for mathematics, Émilie and Mary bring to life a period of remarkable political and scientific change. Combining biography and history of science, Robyn Arianrhod's book explores the roles both women played in bringing Newton's &lt;em&gt;Principia&lt;/em&gt; to a wider audience, and reveals the intimate links between the unfolding Newtonian revolution and the origins of intellectual and political liberty.&lt;/p&gt;</text>
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                <text>&lt;p&gt;This book compiles an array of interesting constellations that fell by the wayside before the IAU established the modern canon of constellations. That decision left out lesser known ones whose history is nevertheless interesting, but at last author John Barentine is giving them their due. This book is a companion to "The Lost Constellations", highlighting the more obscure configurations.&lt;br /&gt;The 16 constellations found in this volume fall into one or more of three broad categories: asterims, such as the Big Dipper in Ursa Major; single-sourced constellations introduced on surviving charts by a cartographer perhaps currying the favor of sponsors; and re-brands, new figures meant to displace existing constellations, often for an ideological reason. All of them reveal something unique about the development of humanity's map of the sky.&lt;/p&gt;</text>
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                <text>&lt;p&gt;Casual stargazers are familiar with many classical figures and asterisms composed of bright stars (e.g., Orion and the Plough), but this book reveals not just the constellations of today but those of yesteryear. The history of the human identification of constellations among the stars is explored through the stories of some influential celestial cartographers whose works determined whether new inventions survived. The history of how the modern set of 88 constellations was defined by the professional astronomy community is recounted, explaining how the constellations described in the book became permanently “extinct.” Dr. Barentine addresses why some figures were tried and discarded, and also directs observers to how those figures can still be picked out on a clear night if one knows where to look. These lost constellations are described in great detail using historical references, enabling observers to rediscover them on their own surveys of the sky. Treatment of the obsolete constellations as extant features of the night sky adds a new dimension to stargazing that merges history with the accessibility and immediacy of the night sky.&lt;/p&gt;</text>
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                <text>&lt;p&gt;A Fascinating March through History and the Evolution of the Modern-Day Calendar . . .&lt;br /&gt;&lt;br /&gt;In this vivid, fast-moving narrative, you'll discover the surprising story of how our modern calendar came about and how it has changed dramatically through the years. Acclaimed author Duncan Steel explores each major step in creating the current calendar along with the many different systems for defining the number of days in a week, the length of a month, and the number of days in a year. From the definition of the lunar month by Meton of Athens in 432 b.c. to the roles played by Julius Caesar, William the Conqueror, and Isaac Newton to present-day proposals to reform our calendar, this entertaining read also presents ""timely"" tidbits that will take you across the full span of recorded history. Find out how and why comets have been used as clocks, why there is no year zero between 1 b.c. and a.d. 1, and why for centuries Britain and its colonies rang in the New Year on March 25th. Marking Time will leave you with a sense of awe at the haphazard nature of our calendar's development. Once you've read this eye-opening book, you'll never look at the calendar the same way again.&lt;/p&gt;</text>
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                <text>&lt;p&gt;Quantum mechanics is an extraordinarily successful scientific theory. But it is also completely mad. Although the theory quite obviously works, it leaves us chasing ghosts and phantoms; particles that are waves and waves that are particles; cats that are at once both alive and dead; lots of seemingly spooky goings-on; and a desperate desire to lie down quietly in a darkened room. The Quantum Cookbook explains why this is. It provides a unique bridge between popular exposition and formal textbook presentation, written for curious readers with some background in physics and sufficient mathematical capability. It aims not to teach readers how to do quantum mechanics but rather helps them to understand how to think about quantum mechanics. Each derivation is presented as a 'recipe' with listed ingredients, including standard results from the mathematician's toolkit, set out in a series of easy-to-follow steps. The recipes have been written sympathetically, for readers who - like the author - will often struggle to follow the logic of a derivation which misses out steps that are 'obvious', or which use techniques that readers are assumed to know.&lt;/p&gt;</text>
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