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Keyword: mapmaking

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  • This medieval map leads to happiness | Dr Karel Fraaije explores the Hereford Mappa Mundi [10:41]

    10/03/2025 2:30:09 PM PDT · by SunkenCiv · 13 replies
    YouTube ^ | January 1, 2022 | Elegast Media
    Dr Karel Fraaije travels back in time to explore a hidden treasure from the English Middle Ages: the Hereford World Map. This enormous artwork shows what thirteenth-century scholars from England thought our planet looks like.The document is dotted with ancient legends, biblical sites, and a great number of presumptions about strange and distant places. The mapmakers even proposed that some people on the edges of the known world had faces in their chests.The video concludes with debunking a common myth about the middle ages: contrary to modern popular opinion, medieval mapmakers did not believe that the world was flat. This...
  • Jerusalem the Center - Medieval World Map

    12/20/2017 9:15:24 AM PST · by GoldenState_Rose · 8 replies
    This map is one of the most important surviving examples of 13th-century map-making. It tells us much about the way English men and women viewed the world at this time. Jerusalem is in the centre of the map, and the whole world is looked upon by Christ who is attended by angels. This shows that medieval people looked at geography in relation to the Bible and to earth’s creation by God. But the map also shows an interest in local places: you can see the British Isles, and the rivers Thames and Severn. London is marked with a gold dot....
  • Amateur mathematician partially solves 60-year-old problem (Aubrey de Grey!)

    04/27/2018 10:49:04 PM PDT · by LibWhacker · 27 replies
    PhysOrg ^ | 4/24/18 | Bob Yirka
    Professional biologist and amateur mathematician Aubrey de Grey has partially solved the Hadwiger-Nelson problem, which has vexed mathematicians since 1950. He has published a paper describing the solution on the arXiv preprint server. The Hadwiger-Nelson problem came about when Edward Nelson and Hugo Hadwiger wondered about the smallest number of colors necessary to color all of the points on a graph, with no two connected points using the same color. Over the years, mathematicians have attacked the problem, and have narrowed the possibilities down to four, five, six or seven. Now, de Grey has eliminated the possibility of four colors...