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Infinity has long baffled mathematicians – have we now figured it out?

Mathematicians have long known infinity comes in many sizes, but how do they relate to one another? The key lies in a 150-year-old mystery known as the continuum hypothesis

Timothy revellScientist default imageContinuum hypothesisGeorg cantor

The Physicalization of Metamathematics and Its Implications for the Foundations of Mathematics—Stephen Wolfram Writings

Results from samplings of the unique ruliad structure that corresponds to the entangled limit of all possible computations. General physicalized laws of mathematics are discussed, associated with concepts such as metamathematical motion, inevitable dualities, proof topology and metamathematical singularities.

Han iRepublic ofTim gowersRichard assarMaryanthe malliarisElise cawleyMario carneiroPrincipia mathematicaJonathan gorardMano namuduriNik murzinAssaf peretzVladimir voevodskyBrad kleeXerxes arsiwallaMichael trott

10 Hard Math Problems | Hardest Math Problems With Answers

These ten brutally difficult math problems once seemed impossible until mathematicians eventually solved them even if it took them years, decades, or centuries.

United statesUnited kingdomWikimedia commonsHerbert endertonDaniel gorensteinDave linkletterdave linkletterHenri poincarGeorg cantorWolfgang hakanPierre wantzelJacques hadamardGrigori perelmanKenneth appelPaul cohenRichard hamiltonUniversity of illinois

Platonism in the Philosophy of Mathematics (Stanford Encyclopedia of Philosophy)

Platonism in the Philosophy of Mathematics (Stanford Encyclopedia of Philosophy)
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Ebert rossbergLinsky zaltaKit fineHale wrightBurgess rosenLinnebo shapiroNelson goodmanContinuum hypothesisFregean argumentClassical semanticsAlthough benacerraf

The Utility of Mathematics

The Utility of Mathematics
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Robert heinleinPrincipia mathematicaJesse perryRussell whiteheadKurt godelIsaac newtonBanach tarski paradoxContinuum hypothesisராபர்ட் ஹெய்ன்லின்ஜெஸ்ஸி பெர்ரிரஸ்ஸல் வைட்ஹெட்ஐஸ்யாக் நியூட்டன்தொடர்ச்சி கருதுகோள்

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