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                <text>A. van den Brandhof, R. van der Veen, J.v ande Craats, B. Koren</text>
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                <text>Op 24 mei 2000 presenteerde het Amerikaanse Clay Mathematics Institute tijdens een plechtige bijeenkomst in het Coll?ge de France in Parijs een lijst met de zeven grootste onderzoeksvragen van de moderne wiskunde: de millenniumproblemen. Voor de oplossingen reserveerde het instituut een bedrag van zeven miljoen dollar: een miljoen voor eenieder die als eerste een millenniumprobleem weet op te lossen. In 2003 was het raak: de Rus Grigori Perelman wist het zogeheten Poincar?-vermoeden te bewijzen, een van de grootste doorbraken in de wiskunde ooit. Het duurde echter nog tot 2010 voor het prijzengeld officieel aan Perelman werd toegekend: het kostte experts jaren voor zij het bewijs van Perelman volledig hadden gecontroleerd. Perelman bleek echter niet ge?nteresseerd te zijn in het geld. 'Ik heb alles wat ik hebben wil,' zo verklaarde hij.&lt;br /&gt;
De overige zes millenniumproblemen wachten nog altijd op een oplossing. De zeven grootste raadsels van de wiskunde geeft de lezer op een toegankelijke manier een kijkje in de complexe, maar zeer fascinerende wereld van het hedendaagse wiskundeonderzoek.&lt;br /&gt;&lt;br /&gt;
Alex van den Brandhof, Roland van der Veen, Jan van de Craats en Barry Koren zijn wiskundigen die gezamenlijk het brede spectrum van wetenschappelijk onderzoek, wetenschapspopularisering en wetenschapsjournalistiek bedienen.</text>
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                <text>Eureka – eindelijk!’ Met deze kop vierde The New York Times in 1993 een van de opzienbarendste prestaties in de wiskunde: het bewijs voor de laatste stelling van Fermat. Meer dan drie eeuwen beten wiskundigen zich de tanden stuk op dit zo onschuldig ogende raadsel. Niemand kon het oplossen. De miljoenen uren onderzoek door grote denkers noch de duizenden pagina’s in wetenschappelijke tijdschriften leverden enig succes op. De stelling bleef een van de fascinerendste geheimen, een ondoorgrondelijke legende, waarvan de ontstaansgeschiedenis het mysterie nog leek te vergroten.&lt;br /&gt;
Het begon allemaal met een aantekening die Pierre de Fermat, jurist en geniaal hobbywiskundige, in een exemplaar van de Arithmetika van Diophantus krabbelde. ‘Ik heb een werkelijk bewonderenswaardige stelling gevonden, maar de ruimte is te beperkt om het hier volledig te noteren,’ schreef Fermat. De jacht begon in de vorm van een eenvoudig raadsel. Het fascineerde hele generaties wiskundigen. Tot de Brit Andrew Wiles uiteindelijk als eerste het verleidelijke raadsel wist op te lossen. Maar welke prijs moest hij daarvoor betalen? Hoeveel verkeerde paden en doodlopende wegen moest hij inslaan? Dit avontuur was een ware odyssee, een ongelooflijke topprestatie.&lt;br /&gt;</text>
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                <text>In deze opvolger van Getallen ontraadseld neemt Alex Bellos je op een toegankelijke wijze mee op een reis naar de wereld van de getallen en van de wiskunde. Hij vertelt aan de hand van anekdotes en interviews over de betekenis van getallen en de relatie die wij ermee hebben. Hoe ze onze vrienden zijn geworden en hoe we ze gebruiken om de wereld te begrijpen. Het boek laat zien hoe getallen het leven weerspiegelen en het leven de getallen. Alex Bellos is een Engelse journalist met een fascinatie voor wiskunde en filosofie. Hij schrijft sinds jaren columns over alledaagse wiskunde in The Guardian.</text>
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