What contribution has your country done to Mathematics?
Mexico none.
What contribution has your country done to Mathematics?
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idk
Norway, Niels Henrik Abel
His most famous single result is the first complete proof demonstrating the impossibility of solving the general quintic equation in radicals.
Gauss algorithm and much more.
Boolean algebra
together with France and (((them))), most of it.
Google says these people are the most notable.
literally everything
Neumann was Hungarian. Einstein was Jewish. Nash was Jewish as well. Shannon was British. Most of these people weren't 'murican.
Guess it's more than a little.
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I think we've had lots of interesting contributions made in terms of statistics and engineering and such, mainly, but I don't really know.
Uhhhhhh
Lobachevskian geometry for example
Among many many other things
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Some and then some
>have dictator father
>get diplomas for free despite being dumb as bag of potatoes
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Mexicans, when will they ever learn?
Eulers theorem ;^)
Is that for optimization? Looks like it.
basically this
And people told me TOR was safe.
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According to the Google botnet, Akshay Venkatesh recently won the Fields Medal. Here is a clip from back in 1994.
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Terence Tao is another one who won a Fields, along with a whole bunch of other awards. He was Australian born but is listed as an Australian-American so I guess he got citizenship over there. Wikipedia reckons he was doing university maths at aged nine, which is kind of mind blowing.
youtube.com
Being smart must be pretty cool.
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Lars Ahlfors
>His book Complex Analysis (1953) is the classic text on the subject and is almost certainly referenced in any more recent text which makes heavy use of complex analysis. Ahlfors wrote several other significant books, including Riemann surfaces (1960)[2] and Conformal invariants (1973). He made decisive contributions to meromorphic curves, value distribution theory, Riemann surfaces, conformal geometry, quasiconformal mappings and other areas during his career.
Gustav Elfving
>In statistics, Elfving is known as one of the founders of the modern theory of the optimal design of experiments.[1][2][9] While accompanying a surveying expedition to western Greenland, extended and intense rains left Elving with three days in his tent, during which time he consider the best locations of observations to estimate parameters on linear models.[2][8][9] Elfving's ideas appeared in his paper on the optimal design of experiments for estimating linear models. This paper also introduced concepts from convex geometry, including "Elfving sets"[10] and Elfving's theorem.[11][12] Being symmetric, Elfving sets are formed by the union of a set and its reflection through the origin, −S ∪ S.[13][14][15] According to Chernoff (1999, p. 204), Elfving was generous in crediting others' results: His paper in the Cramér-festschrift acknowledged unpublished notes of L. J. Savage; Elfving was a referee for the fundamental paper on optimal designs by Kiefer and Wolfowitz.[16][17]
Neumann was a jew too.
Those names sound Swedish.
Individuals contribute to mathematics, not nations. Nationalism is the cancer of the modern era.
A Poo and a Chink.
I think Pedro Nunes was the first guy to get the equation of the geodesic. Not sure, though.
it doesnt matter
what matter is how good i am about math, and its not so bright
Math isn't useful outside of academia so you're fine.
>what’s the shortest difference between two points
>zero
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Marvelous.
Was really his idea he just adapted it.
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And did someone say spectre?
*wasn’t
Brb resetting keyboard.
>Math isn't useful outside of academia
cringe
>tfw only have one math related subject left before I can start code monkeying and waiting for my gf with genius level iq to start making sik money
Fields Medal is named after a Canadian mathematician
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The most famous one
The foundations, but not much after the first centuries AD.
Wasn't it Galois who proved that?
The wiki generally isn't wrong about major things like this, at the top of the article.
They are.
en.wikipedia.org
It was Abel, but he used Galois theory which made the proof much simpler.
why are we so good at mathematics?
That's sort of how mathematics work, user. You build on previous accomplishments to reach new heights.
Probably complex numbers
Also, people might not know that Lagrange was italian. He made a bunch of contributions in algebra and calculus
Two Australians who have achieved more than you or your entire lineage will ever achieve, subhuman Jow Forumstard.
en.wikipedia.org
>Euler's work touched upon so many fields that he is often the earliest written reference on a given matter. In an effort to avoid naming everything after Euler, some discoveries and theorems are attributed to the first person to have proved them after Euler.
The one true /ourguy/ mathematician today.
you tell im m8
Lev Landau
Lutfi Zade (fuzzy set theory)
Euler's work and others
Wait why?
>List is mainly Swedish surnames
Just nuke this shit country.
burgers love to steal achievements of others
non-euclidean geometry
They became American. Just like how now Elon Musk is an American and he even has all of his SpaceX company being American.
Bolyai, Erdős. Neumann
Half of those guys were Jews though.
You are very sharp. You must be the smartest in your garage shop.
bbc.com
This dude, sadly a whiteoid
Jewish culture breeds a high degree of autism and in olden times they weren't allowed to perform manual labor, so the only careers available were finance and other trades that involved being good with numbers.
Oh, and the Church didn't think much of trades like finance because it was considered usury so they discouraged Europeans from participating in them. It's actually one reason for the Reformation since Northern Europe had a strong mercantile class that disagreed with this particular piece of ideology.
holy shit so based
heres the link in english
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calm down zheng
Ilia Vekua
Nikoloz Muskhelishvili
These two are what came in my mind first. Generally Georgia (entire USSR, come to think of it) had very strong math school. Then retards ruined it.
to count dem shekels
can't think of anything.
en.wikipedia.org
Probably the most important ones were:
-Stefan Banach (eg. Banach space, Banach algebra)
-Jan Łukasiewicz (Polish notation, many-valued logic)
-Alfred Tarski (Tarski's undefinability theorem, Tarski's axioms etc.)
-Wacław Sierpiński (eg. Sierpinski number)
>I only know basic calculus and algebra, so I can tell you my country has done nothing.
Yikes, it's no wonder why this shithole can't lift itself when this is current state of engineers.
Mexico had Sylvia de Neymet, Graciela Salicrup, Samuel Gitler and plenty of other mathematicians who had big contributions to algebraic topology, you fucking pendejo.
Sadly almost all of them were jews, Erdős, Neumann and Bolyai are a few examples
Based fucking Autist.
is that related to János Bolyai's hyperbolic geometric proofs?
based
now where was that fucker Fourier from?
i fucking hate doing transforms by hand, shits so tedious