@Aiwu81 think my math toward end might be wrong, not exactly sure how to reduce exponents when not for same value (ie. y, z), anyway it's not possible to get a+b to 1 will need to follow up later is 2am
Revelation? Those are words by Poincare when he tried to explain what this faggotry, or topology, means. What the fuck? But I like the guy. He is funny
This guy is a loser? What you don't know is that without people like him, we would not write on a computer, have a car, have planes, have cellphones, have kinda everything we use nowadays as a normal tool to live.
Mathematics is everywhere, the fact that most of people don't know it doesn't change this fact.
@Caporacolo im a lover of math and as u rightly said, math is used today to model the most complex systems right from super computers to mapping human dna. However, math should never be justified based on its applications. Hardy, one of the best pure mathematicians of the century even went as far as saying he hoped his work would never find practical application. instead, math should be look on as art where the mathematican indulges purely for the beauty and aesthetic expereience.
@thefetishkingfarts I know, i'm studying mathematics at the university and i'm NOT going to follow the path of applied math, but i'll choose the curriculum of General Math (which is Pure Abstract Math).
I actually think it the same way as dr.Hardy, with the difference that i don't mind if my future works (i hope there will be any) will be used by engineers (for example) or anyone else. I'll do Math because i like it, not because it could be useful.
i doubt very much if einstein had a gps navigation system in his mind while coming up with the idea of relativity or if riemann had encryption on his mind while trying to solve the zeta function. the fermats solution is one which has had no great effect on our daily lives, i doubt very much if any invention would require it. But that does not undermine his work, coz it gave us new Idea and pushed the frontiers of math into uncharted territory
@thefetishkingfarts I never said that this proof will have any effect on our daily lives. I didn't say too that mathematicians had in mind the effect on our daily lives when trying to find any solution to conjectures or hypothesis. Mathematicians usually don't mind what their proof will bring technology and whatever, they mind of what it will bring to in mathematical fields. But it is hard to say that mathematical discoveries from the past were used to realize new technologies years later.
@Samsunglee93 Yeah dis guy is a fucking loser eh. What a fucking loser for doing something that he is passionate about. Fucking loser. I like da people who spend their time writing moronic misspelt comments on youtube. Dey are fucking cool. Dey are da ones who will be remembered.
@JebusInVegas u r absolutely right...lolz this guy is a loser and possibly one of the greatest loser in da 20th century...totally did nothing to provide better understanding of mathematic to humanity...lolzzzzz
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@Samsunglee93 u r absolutely right...lolz this guy is a loser and possibly one of the greatest loser in da 20th century...totally did nothing to provide better understanding of mathematic to humanity...lolzzzzz
u can even see his name as one of teh greatest loser in da 20th century in any one of the biography website....
@gkcnae You're completely wrong, the biggest loser in the 20th century is you. The biggest fail of the 20th century was your birth and your concievement before that. May God have mercy on your soul.
A moving moment, which vividly recalls the emotion of my own discovery that all the zeroes of Riemann's zeta function lie on a straight line between Cowdenbeath and Forfar.
That's not true. He probably went out for a walk once in a while. He even sayd that his young children gave him a wonderful way to relax, because children simply don't care about Fermat :).
He's probably more like any other father and husband than you think.
I will give you this. It's amazing that a dude like him could be married at all; let alone the fact that he spent around 7-10 years of his life shacked in the loft (attic) working on this one problem. Amazing.
The following is a correction to point number 4- below:
4- If n is a positive real number greater than 1 and x^n + y^n = z^n, where x, y and z are nonzero real numbers, then |x|, |y| and |z| must be the lengths of the sides of a triangle.
5- If a triangle has sides that have the lengths z, x and y, where z, x and y are positive real numbers and z is greater than both x and y, then x^n + y^n = z^n, where n is a positive real number greater than 1.
4- If n is a positive real number and x^n + y^n = z^n, where x, y and z are nonzero real numbers, then |x|, |y| and |z| must be the lengths of the sides of a triangle.
3- For every three positive rational real numbers x, y and z, if x + y is not equal to z, z is greater than both x and y, and x, y, and z are not the lengths of the sides of a right triangle, then there is a positive irrational real number n such that x^n + y^n = z^n.
2- If a positive rational or irrational real number n is different from 1 and 2, then if (x1, y1, z1) and (x2, y2, z2) are any two solutions of the equation x^n + y^n = z^n such that each one of x1, y1, z1, x2, y2 and z2 is either a positive rational real number or a positive irrational real number, then x1/y1 = x2/y2, x1/z1 = x2/z2 and y1/z1 = y2/z2.
1- If n is a positive irrational real number, then the equation x^n + y^n = z^n has solutions in positive rational real numbers x, y and z. (This means that the set of irrational numbers is countable).
The following is the continuation to my comment below:
3- For every three rational numbers x, y and z, if x + y is not equal to z, z is greater than both x and y, and x, y, and z are not the lengths of the sides of a right triangle, then there is a positive irrational number n such that x^n + y^n = z^n.
If 1-, 2- and 3- are true, then the set of irrational numbers is countable.
1- If n is an irrational number, then the equation x^n + y^n = z^n has solutions in nonzero rational numbers x, y and z.
2- If a number n is different from 1,-1,2, and -2 , then if (x1, y1, z1) and (x2, y2, z2) are any two solutions of the equation x^n + y^n = z^n , then x1/y1 = x2/y2, x1/z1 = x2/z2 and y1/z1 = y2/z2.
very nice video.. :)
lovelplants 4 weeks ago
I am no math genius, so flame away, but here is how my simple brain thinks....
If a^n + b^n = c^n
then a^3 + b^3 = c^3
Any number divided by itself = 1 (I assume this is a proof, but then again I know what they say about assume).
Therefore (a^3 + b^3)/c^3 = c^3/c^3
and so (a^3 + b^3)/c^3 = 1
((a+b)/c) + ((a+b)/c) + ((a+b)/c) = 1
So a+b/c = 1/3
a + b can not = 1 since no two positive intergers' sum can be 1
No matter what you use for n using algebra you will always get the (a+b)/c = 1/3
Aiwu81 1 month ago
@Aiwu81 think my math toward end might be wrong, not exactly sure how to reduce exponents when not for same value (ie. y, z), anyway it's not possible to get a+b to 1 will need to follow up later is 2am
Aiwu81 1 month ago
@Aiwu81 lol nice try troll
x1x2x3ct 6 days ago
I think he needs more papers on his desk
guitargod10940 3 months ago
Revelation? Those are words by Poincare when he tried to explain what this faggotry, or topology, means. What the fuck? But I like the guy. He is funny
scrtg 4 months ago
awww I'd LOVE to meet him!
mysongbook 1 year ago
The most simple answer or solution is the hardest to find.
JOTTABYTE 1 year ago
This guy is a loser? What you don't know is that without people like him, we would not write on a computer, have a car, have planes, have cellphones, have kinda everything we use nowadays as a normal tool to live.
Mathematics is everywhere, the fact that most of people don't know it doesn't change this fact.
Caporacolo 1 year ago 4
@Caporacolo im a lover of math and as u rightly said, math is used today to model the most complex systems right from super computers to mapping human dna. However, math should never be justified based on its applications. Hardy, one of the best pure mathematicians of the century even went as far as saying he hoped his work would never find practical application. instead, math should be look on as art where the mathematican indulges purely for the beauty and aesthetic expereience.
thefetishkingfarts 1 year ago
@thefetishkingfarts I know, i'm studying mathematics at the university and i'm NOT going to follow the path of applied math, but i'll choose the curriculum of General Math (which is Pure Abstract Math).
I actually think it the same way as dr.Hardy, with the difference that i don't mind if my future works (i hope there will be any) will be used by engineers (for example) or anyone else. I'll do Math because i like it, not because it could be useful.
Caporacolo 1 year ago
i doubt very much if einstein had a gps navigation system in his mind while coming up with the idea of relativity or if riemann had encryption on his mind while trying to solve the zeta function. the fermats solution is one which has had no great effect on our daily lives, i doubt very much if any invention would require it. But that does not undermine his work, coz it gave us new Idea and pushed the frontiers of math into uncharted territory
thefetishkingfarts 1 year ago
@thefetishkingfarts I never said that this proof will have any effect on our daily lives. I didn't say too that mathematicians had in mind the effect on our daily lives when trying to find any solution to conjectures or hypothesis. Mathematicians usually don't mind what their proof will bring technology and whatever, they mind of what it will bring to in mathematical fields. But it is hard to say that mathematical discoveries from the past were used to realize new technologies years later.
Caporacolo 1 year ago
@Caporacolo He is a bit of a girl, saying that to prove such a theorem is incredible.
M1F2R3 10 months ago
To light up a house in the dark, often not necessary to enter the room and look for the switch, just turn the switch that is on the outside.
fermatxxi 1 year ago
This was a great documentary.
spoonfuloffructose 1 year ago 2
Lol at those saying this guy is a loser-
His name will be celebrated in history books. How about your name?
aluxious 1 year ago 8
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dis guy is a fucking loser
Samsunglee93 1 year ago
@Samsunglee93 One who solved Fermats Last Theorem, a theorem that was unsolvable to 350 years.
nepherous 1 year ago
@Samsunglee93 Yeah dis guy is a fucking loser eh. What a fucking loser for doing something that he is passionate about. Fucking loser. I like da people who spend their time writing moronic misspelt comments on youtube. Dey are fucking cool. Dey are da ones who will be remembered.
JebusInVegas 1 year ago 2
@JebusInVegas u r absolutely right...lolz this guy is a loser and possibly one of the greatest loser in da 20th century...totally did nothing to provide better understanding of mathematic to humanity...lolzzzzz
gkcnae 1 year ago
@gkcnae go fuck yourself u worthless piece of inbred shit
DutchGasMask 1 year ago
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@Samsunglee93 u r absolutely right...lolz this guy is a loser and possibly one of the greatest loser in da 20th century...totally did nothing to provide better understanding of mathematic to humanity...lolzzzzz
u can even see his name as one of teh greatest loser in da 20th century in any one of the biography website....
gkcnae 1 year ago
@gkcnae You're completely wrong, the biggest loser in the 20th century is you. The biggest fail of the 20th century was your birth and your concievement before that. May God have mercy on your soul.
zaphr89 1 year ago
@gkcnae Lol, sorry was meant for Samsunglee93...
zaphr89 1 year ago
A moving moment, which vividly recalls the emotion of my own discovery that all the zeroes of Riemann's zeta function lie on a straight line between Cowdenbeath and Forfar.
fremsley001 1 year ago
@fremsley001
LOL
Love it.
Ferrari312pb 1 year ago
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he looks like a rapist
emachines34 2 years ago
What the hell that was short.
rinwhr 2 years ago
Every artist, writer, scientist, mathematician, anyone possessed by the demon Creativity, knows this feeling of despair and joy.
warrencriswell 2 years ago 17
@warrencriswell i think pretty much any human being knows the feeling of despair and joy
Shiftee88 1 year ago
@warrencriswell why the demon?
phabbiola 1 year ago
@phabbiola Or angel if you prefer. Sometimes it's one, sometimes the other.
warrencriswell 1 year ago
That's not true. He probably went out for a walk once in a while. He even sayd that his young children gave him a wonderful way to relax, because children simply don't care about Fermat :).
He's probably more like any other father and husband than you think.
SanderBessels 2 years ago 14
@SanderBessels Did you read Fermats Enigma? That's a direct quote.
nepherous 1 year ago
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What a smart fellow. If everyone in the world were like him we'd have less black peopl.
phallus99 2 years ago
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Why is he not acting strange being anti-social??
richmond436 2 years ago
I will give you this. It's amazing that a dude like him could be married at all; let alone the fact that he spent around 7-10 years of his life shacked in the loft (attic) working on this one problem. Amazing.
JimboParadox 2 years ago 4
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The following is a correction to point number 4- below:
4- If n is a positive real number greater than 1 and x^n + y^n = z^n, where x, y and z are nonzero real numbers, then |x|, |y| and |z| must be the lengths of the sides of a triangle.
jahdallah 3 years ago
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5- If a triangle has sides that have the lengths z, x and y, where z, x and y are positive real numbers and z is greater than both x and y, then x^n + y^n = z^n, where n is a positive real number greater than 1.
jahdallah 3 years ago
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4- If n is a positive real number and x^n + y^n = z^n, where x, y and z are nonzero real numbers, then |x|, |y| and |z| must be the lengths of the sides of a triangle.
jahdallah 3 years ago
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3- For every three positive rational real numbers x, y and z, if x + y is not equal to z, z is greater than both x and y, and x, y, and z are not the lengths of the sides of a right triangle, then there is a positive irrational real number n such that x^n + y^n = z^n.
jahdallah 3 years ago
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2- If a positive rational or irrational real number n is different from 1 and 2, then if (x1, y1, z1) and (x2, y2, z2) are any two solutions of the equation x^n + y^n = z^n such that each one of x1, y1, z1, x2, y2 and z2 is either a positive rational real number or a positive irrational real number, then x1/y1 = x2/y2, x1/z1 = x2/z2 and y1/z1 = y2/z2.
jahdallah 3 years ago
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1- If n is a positive irrational real number, then the equation x^n + y^n = z^n has solutions in positive rational real numbers x, y and z. (This means that the set of irrational numbers is countable).
jahdallah 3 years ago
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The following is the continuation to my comment below:
3- For every three rational numbers x, y and z, if x + y is not equal to z, z is greater than both x and y, and x, y, and z are not the lengths of the sides of a right triangle, then there is a positive irrational number n such that x^n + y^n = z^n.
If 1-, 2- and 3- are true, then the set of irrational numbers is countable.
jahdallah 3 years ago
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I discovered the following:
1- If n is an irrational number, then the equation x^n + y^n = z^n has solutions in nonzero rational numbers x, y and z.
2- If a number n is different from 1,-1,2, and -2 , then if (x1, y1, z1) and (x2, y2, z2) are any two solutions of the equation x^n + y^n = z^n , then x1/y1 = x2/y2, x1/z1 = x2/z2 and y1/z1 = y2/z2.
jahdallah 3 years ago
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Woot! First Comment!
benmuskler 3 years ago