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“He had the most difficulty doing algebraic geometry problems even though he was about to revolutionize the subject,”

Never throw up your hands, announce you're no good at something and give up. With persistence, you could reach an understanding that far surpasses that of others and revolutionize the subject! 'Course, you could also waste your life trying.

1 posted on 11/12/2017 8:55:36 PM PST by LibWhacker
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To: LibWhacker

Bookmark


2 posted on 11/12/2017 8:57:01 PM PST by Fiddlstix (Warning! This Is A Subliminal Tagline! Read it at your own risk!(Presented by TagLines R US))
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To: LibWhacker

Thanks for posting this.


3 posted on 11/12/2017 9:01:55 PM PST by thecodont
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To: LibWhacker

RIP.


4 posted on 11/12/2017 9:09:59 PM PST by fieldmarshaldj (Je Suis Pepe)
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To: LibWhacker

I think you gotta love what you’re workin on...he sounds like a brilliant kinda guy...he studies what he wants..he is not cluttered by all the accoutrements of modern living...but if you’re not good at sometin’...it could mean its cuz you aint no good!


5 posted on 11/12/2017 9:18:30 PM PST by Getready (Wisdom is more valuable than gold and diamonds, and harder to find)
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To: LibWhacker
Wow. Amazing individual. Seems so many mathematicians die young. Today 51 is very young.

Galois, a mathematician whose work forms the foundations of our modern cryptographic systems, died at the age of 20 in a duel. Age 20 is way too young. And it just goes to show, just because you're a genius doesn't give you common sense or make you a marksman.

6 posted on 11/12/2017 9:18:55 PM PST by Governor Dinwiddie (Why do the heathen rage, and the people imagine a vain thing?)
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To: LibWhacker

I do not have the mind for math, and never will, but I detect something interesting here. A well told story about this man and his life would make a good movie. With the right actor and director, I would go see such a film.

This would be the kind of film teachers would bring their young students to see and report about later. A film to make high level math appealing, even cool to some degree. His theories would have to be well watered down for the general public.
If Alec Baldwin wasn’t so pigheaded, he would be good in such a role because of his natural brashness and overconfidence.


7 posted on 11/12/2017 9:19:48 PM PST by lee martell
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To: LibWhacker
Thanks for posting an article from Quanta. I haven't seen it before.

Looks like a site that I will need to keep up with.

8 posted on 11/12/2017 9:30:13 PM PST by texas booster (Join FreeRepublic's Folding@Home team (Team # 36120) Cure Alzheimer's!)
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To: LibWhacker

Very interesting. Thanks for the article. “Edward Frenkel, a mathematician at the University of California, Berkeley,...” works in Evans Hall. In 2009 I took a set of 20 undergraduate students on a tour of Cal and we walked around the third floor hallway in Evans Hall, the math building at Cal. The hallway was dark, we walked slowly and quietly, noticed a few doors were open and saw offices with lights on. A student asked me, “Can on knock on the door and say ‘hi’?” I said, No way. Let’s go. There are four kinds of math: pure, physic, models, and computers. Cal is one of the best schools for pure mathematics. Thankfully, there are medical test today for aneurisms.


9 posted on 11/12/2017 9:43:12 PM PST by Falconspeed ("Keep your fears to yourself, but share your courage with others." Robert Louis Stevenson (1850-94))
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To: LibWhacker

Nobody but nobody really understands how the human brain works. It 90% phospholipid. Just how those fats chrn up there and create complex human thoughts and insights is the science of the new millennium. Obviously this man like a few precious others had unique and rare circuits that made his insights possible. Perhaps if civilization survives and advances one day humans may come to understand the physiology of thought.


10 posted on 11/12/2017 9:44:03 PM PST by allendale (.)
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To: All
In topology, mathematicians classify shapes. One of their most powerful techniques for sorting shapes is called homotopy theory. Within homotopy theory, two shapes are considered the same if you can deform one into the other without cutting or tearing. This makes the cube and the sphere equivalent: Round off the corners of the cube or flatten the sides of the sphere and they look the same.

Something fun from Wiki:

Intuitively, two spaces are homeomorphic if one can be deformed into the other without cutting or gluing.

A traditional joke is that a topologist cannot distinguish a coffee mug from a doughnut, since a sufficiently pliable doughnut could be reshaped to a coffee cup by creating a dimple and progressively enlarging it, while shrinking the hole into a handle.


11 posted on 11/12/2017 9:58:43 PM PST by LibWhacker
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To: LibWhacker

Clearly a racist!


17 posted on 11/13/2017 3:01:27 AM PST by Altura Ct.
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To: LibWhacker

Here is a non-tecnical lecture by Vladimir Voevodsky: How I became interested in foundations of mathematics

https://www.youtube.com/watch?v=55yZE3IoAy8


21 posted on 11/19/2017 12:16:34 PM PST by AdmSmith (GCTGATATGTCTATGATTACTCAT)
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