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Who contributed more to Mathematics?

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Poll Question: Who contributed more to Mathematics?
Poll Choice Votes Poll Statistics
4 [21.05%]
1 [5.26%]
0 [0.00%]
0 [0.00%]
7 [36.84%]
0 [0.00%]
4 [21.05%]
2 [10.53%]
0 [0.00%]
1 [5.26%]
0 [0.00%]
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Delelarose View Drop Down
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  Quote Delelarose Quote  Post ReplyReply Direct Link To This Post Topic: Who contributed more to Mathematics?
    Posted: 08-Mar-2011 at 03:06
Gauss is usually considered one of the top three mathematicians who ever lived (the other two being Archimedes and Newton), but Euler was far more prolific. Honestly, I don't even consider the two comparable. They both contributed so much to mathematics, I would feel guilty saying one was better than the other.
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  Quote medenaywe Quote  Post ReplyReply Direct Link To This Post Posted: 18-Feb-2011 at 18:07
Here you are:
http://fabpedigree.com/james/mathmen.htm
choose your man.
   I am concerning about ancient mathematicians that are still unknown.
  Personally answer will be:Nothing have happened inside theoretical math since Newton-Leibniz,except in areas of logical algebra and probabilities!?!Fourier and Laplace can not be neglected by me also.


Edited by medenaywe - 18-Feb-2011 at 18:44
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  Quote Cryptic Quote  Post ReplyReply Direct Link To This Post Posted: 18-Feb-2011 at 10:19
Originally posted by richardvesely

apart from all these legends of mathematics, Ramanujan's contribution cannot be denied. He was an exceptional mathematical genius. 
He is probably less well known because he died at a very young age.


Edited by Cryptic - 18-Feb-2011 at 10:19
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  Quote Guests Quote  Post ReplyReply Direct Link To This Post Posted: 18-Feb-2011 at 05:14
I'm amazed that Euclid didn't get even one mention, let alone a well-deserved place in the poll. His work The Elements apart from being an excellent foundation for geometry also defined the rigorous axiomatic proof system that all of modern math is built upon. The Elements is considered to be the most influential science book of all times, its contents having been taught and studied in schools for centuries and the work itself being a direct inspiration to many important scientists and mathematicians throughout history.


Edited by abvgd - 18-Feb-2011 at 05:18
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  Quote Nurica Quote  Post ReplyReply Direct Link To This Post Posted: 31-May-2010 at 20:59
in the doc to the link above there is nor differential or integral calculus (no wonder!); as already said, in my (maybe biased) opinion that the most important development in math. for a long time. I was really impressed by al those methods of nummerical approximation, or the methods by which newton or leibnitz made such things as calculus of an area below a curve possible. Polynomial algebra is not so impressive in my opinion, although I realize very well that for an 11th century man to develop it, it takes a lot of genius.
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  Quote Cyrus Shahmiri Quote  Post ReplyReply Direct Link To This Post Posted: 31-May-2010 at 10:12

Originally posted by Nurica

And in virtue of which miracle simple algebra makes someone "the biggest mathematician", and differential calculus, or integral calculus, or linear algebra, can't? I for one I did study math. a bit and I remember being astonished by the genius of those developping such method as those in differental and integral calculus (not taking into account the fact that, e.g., newton conceived all this trings before being 22 years old!). But I never found something to wonder in simple algebra! That dosen't mean that simple algebra doesn't require geniality to invent it: I just did wonder how otherwise than by ethnic or religious bias, those that made a muslim mathematician "the biggest" could reach such a verdict; in the last 4 centuries it was made a big, very big progress, but some people here remember, selectively, this "xxx", that knew only how to group algebraic terms...
 
You'll say now that without this knowledge, newton could not invent his differential calculus, but in this case I'll tell you that before "muslim" mathematicians were greek, egyptian and mazdaist, or sumerian mathematicians. My point is that if we can speak about "the biggest mathematicians of one certain century", or of "big mathematicians of the whole history", to make hierarchies of all mathematicians is always unjust.

First it is good to read this article: Calculus Before Newton and Leibniz by David Bressoud, I think if we analyse the development process of mathematics then the very big role of Muslim mathematicians can be certainly seen, I don't deny the roles of ancient and modern mathematicians but I believe the zenith of mathematical development was in the Medieval times.

Originally posted by Nurica

My question was about those making here contributions on this topic; it was a reply to your not-so-convincing assertion that here are writing (and voting) just one or 2 middle-easterners.

Posting and voting are two different things, it is possible someone posts but doesn't vote and vice versa, and it is impossible to know who has voted whom, so your conclusion is totally wrong.



Edited by Cyrus Shahmiri - 18-Feb-2011 at 10:13
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  Quote Cryptic Quote  Post ReplyReply Direct Link To This Post Posted: 31-May-2010 at 05:48
Euler is near the top. Fermat was also amazing, especially considering that he did math in his spare time.

Edited by Cryptic - 31-May-2010 at 05:51
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  Quote Nurica Quote  Post ReplyReply Direct Link To This Post Posted: 31-May-2010 at 01:29
<<They certainly know but they have to learn algebra at school!>>
 
And in virtue of which miracle simple algebra makes someone "the biggest mathematician", and differential calculus, or integral calculus, or linear algebra, can't? I for one I did study math. a bit and I remember being astonished by the genius of those developping such method as those in differental and integral calculus (not taking into account the fact that, e.g., newton conceived all this trings before being 22 years old!). But I never found something to wonder in simple algebra! That dosen't mean that simple algebra doesn't require geniality to invent it: I just did wonder how otherwise than by ethnic or religious bias, those that made a muslim mathematician "the biggest" could reach such a verdict; in the last 4 centuries it was made a big, very big progress, but some people here remember, selectively, this "xxx", that knew only how to group algebraic terms...
 
You'll say now that without this knowledge, newton could not invent his differential calculus, but in this case I'll tell you that before "muslim" mathematicians were greek, egyptian and mazdaist, or sumerian mathematicians. My point is that if we can speak about "the biggest mathematicians of one certain century", or of "big mathematicians of the whole history", to make hierarchies of all mathematicians is always unjust.
 
<<I don't know what you mean, for example I think Leibniz was a German mathematician (from Leipzig in Germany), however he wrote primarily in Latin and French, don't you think so?>>
 
My question was about those making here contributions on this topic; it was a reply to your not-so-convincing assertion that here are writing (and voting) just one or 2 middle-easterners.
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  Quote Cyrus Shahmiri Quote  Post ReplyReply Direct Link To This Post Posted: 27-May-2010 at 01:43
so we have to admit that westerners really don't know about such guys bigggggg in maths like leibnitz, newton or hilbert?
They certainly know but they have to learn algebra at school!
 
And by the way, by which mean established yout the ethnicity/religion of those writing here? (or your conclusion is based only on the country of origin????)
I don't know what you mean, for example I think Leibniz was a German mathematician (from Leipzig in Germany), however he wrote primarily in Latin and French, don't you think so?
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  Quote Nurica Quote  Post ReplyReply Direct Link To This Post Posted: 27-May-2010 at 00:40
so we have to admit that westerners really don't know about such guys bigggggg in maths like leibnitz, newton or hilbert? And by the way, by which mean established yout the ethnicity/religion of those writing here? (or your conclusion is based only on the country of origin????)
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  Quote Cyrus Shahmiri Quote  Post ReplyReply Direct Link To This Post Posted: 26-May-2010 at 23:06
looking to the results of "popular vote", one don't need an astrologer to tell him that middle easterners are majority here!  Cool
The only middle easterner in the list is al-Kashi who has no vote.
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  Quote Nurica Quote  Post ReplyReply Direct Link To This Post Posted: 26-May-2010 at 20:24

looking to the results of "popular vote", one don't need an astrologer to tell him that middle easterners are majority here!  Cool

Hilbert, Leibnitz and Newton as insignificant people, that's very new as a trend in history of math., isn't it?

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  Quote opuslola Quote  Post ReplyReply Direct Link To This Post Posted: 03-Oct-2009 at 18:22
I did not vote in the above test! But for those of you who did, I would like to entertain the thought that the winner, is by p;roxy if nothing else, ordained to win! It is more like a question, "if you could die for Christ, or Moses, or Allah, just whom would you most likely vote for?

IE, a fixed question with a fixed response, expected!

Can any one of you deny it?

Please see; "Few details of al-Khwārizmī's life are known with certainty, even his birthplace is unsure. His name may indicate that he came from Khwarezm (Khiva), then in Greater Khorasan, which occupied the eastern part of the Persian Empire, now Xorazm Province in Uzbekistan. Abu Rayhan Biruni calls the people of Khwarizm "a branch of the Persian tree".[10]", the above is from Wikipedia!

Thus the winner of the test question can only be correct if he or she does not ever look at the possibility that this person "never existed", or at least that this person never wrote within the period where he is now expected to reside! This is called "revisionism!"

Thus, just what reliability can be established for the above "winner?"



Edited by opuslola - 03-Oct-2009 at 20:00
http://www.quotationspage.com/subjects/history/
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  Quote Cyrus Shahmiri Quote  Post ReplyReply Direct Link To This Post Posted: 02-Oct-2009 at 12:49
I think we just don't know the names of Babylonian mathematicians, they were certainly among the greatest ones.
 
A math problem assigned to Babylonian kids about 4,000 years ago:
 
 
Here's the problem:
 
Suppose you have two equilateral triangles, one inside the other. Can you figure out the area of the space between the two triangles? Here's a hint: see how you can divide the area into three trapezoids?
 
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  Quote Giannis Quote  Post ReplyReply Direct Link To This Post Posted: 02-Oct-2009 at 07:20
I was thinking of Pythagoras, but his contribution was mostly in geometry.
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  Quote Cryptic Quote  Post ReplyReply Direct Link To This Post Posted: 01-Oct-2009 at 18:20
Originally posted by Siege Tower

How about John von Neumann, the founder of modern computer science; and game theory, which is applicable to virtually every scientific deciplines from economics, political science, biology, psychology, quantom physics to even military strategy.
Though I lack the technical knowledge to defend my opinion well, I think that game theory is way over rated. Most systems are too complex and too chaotic to be "game theoried".
 
For example, the two ivy league math professors who "game theoried" stock market options did very well..... for about four years and then chaos took over. They then went bankrupt fast.  In other applications, emotional humans may constantly change their understanding of the "game" and their goals and thus throw off any game theory applications.


Edited by Cryptic - 01-Oct-2009 at 18:24
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  Quote Siege Tower Quote  Post ReplyReply Direct Link To This Post Posted: 01-Oct-2009 at 10:13
How about John von Neumann, the founder of modern computer science; and game theory, which is applicable to virtually every scientific deciplines from economics, political science, biology, psychology, quantom physics to even military strategy.
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  Quote Spey Quote  Post ReplyReply Direct Link To This Post Posted: 30-Sep-2009 at 17:00
Originally posted by Gharanai

Dear Spey, what I was refering to is:

"In the twelfth century, one of his major works (Book on Addition and Subtraction after the Method of the Indians) was translated into Latin, bringing the positional number system and the number 'zero' to the Western world (Seife, 2000). " Reference: History of Algebra
 
You see the western world used to have the Latin digit system of (i. ii. iii. iv. v. vi. vii. viii. ix. x. xi. xii. xiii. xiv. xv ...) where they knew nothing about zero. So it was  Al Khwarazmi's  work that introduced it to the western world.
 
 
 
And that has what  to do with me ?
 
Where have I mentioned Al Khwarazmi ?
 
 
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  Quote Gharanai Quote  Post ReplyReply Direct Link To This Post Posted: 30-Sep-2009 at 16:45

Dear Spey, what I was refering to is:

"In the twelfth century, one of his major works (Book on Addition and Subtraction after the Method of the Indians) was translated into Latin, bringing the positional number system and the number 'zero' to the Western world (Seife, 2000). " Reference: History of Algebra
 
You see the western world used to have the Latin digit system of (i. ii. iii. iv. v. vi. vii. viii. ix. x. xi. xii. xiii. xiv. xv ...) where they knew nothing about zero. So it was Al Khwarazmi's work that introduced it to the western world.
 
 


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  Quote Spey Quote  Post ReplyReply Direct Link To This Post Posted: 30-Sep-2009 at 16:25

 

Study this brief wiki page 0(number) , for the background and origin of the spacer , the point and the zero in maths .

It seems that it just sort of grew over the centuries Smile
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