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HistoryJohannes Rietberg Karl Friedrich Gauss (Carl Friedrich Gauß German: Johann). A German mathematician, born April 30, b.e. 2302 (1777) died February 23, b.e. 2398 (1855) was one of the legendary great mathematician in history (some mathematician said the four greatest of Mathematics with Archimedes, Newton, Gauss and Euler) has been dubbed the "Prince of Mathematics" (the Prince of Mathematics), because all aspects of works math devoted in his era. In addition, Gauss also works on astronomy, physics, particularly in the. As children.Gauss was born in Braunschweig city. In younger is widely Gauss numerical genius way. When Madison, then Gauss also gags that he can add before he would speak. Granger said the drama kids ate from six parts to dress up canapés Mozart melody Twinkle Twinkle Little Star has since the age of five years old, but for the Gauss and then be able to examine Gauss said was his father's account number from the age of 3 years old only.However, the Event shows the genius of Gauss, to know. Occurs when he is also a Gauss age 7 years old boy in a classroom one day. Teacher instructs students the positive numbers from 1 to 100 teachers just turn back to. The boys come up that Gauss 5,050 when asked whether the answer, then? Boys Gauss wrote1 + 2 + 3 + 4 + 5, +...+ + 99 + 100 = 101.98 + 101 + 101 = 101 101 +...+ × 100/2 = 10100/2 so the answer 5050.Range University.Gauss gained admission at the college level and has discovered several important theorem repeatedly manually.To create a equilateral polygon with n ruler and dividers.A major turning point in the pace occur. When he had proved that the number of polygon sides (n-gon), any can be written using only a ruler and dividers. If a particular amount of the odd number are the number of unique Fermat (Fermat primes) are unique. This portfolio is developing mathematic thought of ancient Greece that the freeze arrived 2000 years by the mathematician of ancient Greece know only that there are only 3, 4, 5, and 3 equilateral polygon can be created with only ruler and dividers. Gauss himself proud with it. Where they request a carved figure 5 equilateral polygon (17-gon) on the label above his tomb.The fundamental theorem of algebraGauss's dissertation is one of the great advances in the world of mathematics era. When Gauss first proves the fundamental theorem of algebra (Fundamental theorem of algebra), which says that every polynomial equation of any rank, there will be an answer in the form of a complex number is always. This allows the theorem in mathematical circles understand that complex plays a very important role, and is also a theorem that mathematics, like David, try bear, Euler, Laplace, La ong or serviceman has ever tried. Moreover, during the life of Gauss He has given proof of this theorem to 4 different formats entirely, which makes understanding the properties of a number of increasingly complex.The Government of Germany for the print of Gauss on the Bank 10 Deutsche mark. In the year 2536 (1993).The University of koet Ting O'Rourke.In this period receives support from Gauss ' Duke ' or guardians always sawik Boynton run charmer Gauss did not think mathematics is supported in the long term, steady Gauss decided to get the position Professor of astronomy and head of the Astronomical Observatory of the University of koet Ting O'Rourke.Works about number theoryAn important contribution of Gauss on the side number theory is a book published in the year 2344 (1801) called the Disquisitiones Arithmeticae, the content in this book is about the presentation of modular arithmetic (modular arithmetic), which is the traditional number of systems under the remainder of the first proofs and theories. The inverse square (quadratic reciprocity), which currently has proven that several different, but Gauss was the first to prove this theorem. In the year 2339 (1796)Works about theory of magnetism and electricity.In the year 2374 (1831), Gauss has worked with William Weber, in which a physicist doing research on magnets. Create a federal magnet (Magnetic Union) by partnering with countries around the world to learn about the earth magnet. Magnetic of Gauss and Weber had been developed as a telegram in early. It is also discovered. Gauss's rule in the electric field, which lead to the rule of khoethof (including the woechen rule of ampere) is one of the most fundamental rules of the circuit.In a Treatise on Electricity and Magnetism, sorted (1873), a famous of James Clerk Maxwell, said he appreciated that the science of Gauss Gauss magnet has built up, as well.How are the second lowest. Errors in measurement and dispersion model GaussIn the years 1809 Gauss has done research about the movement of astronomical objects and has generated a constant gravity of Gauss came up. In addition, this research has also invented. How are the two lowest (method of least squares), which is the most commonly used method in current science. To reduce the impact of errors of measurement. By the Gauss proved the accuracy of this method. When there is an assumption that the value of the error that caused the temple. The dispersion normal (normal distribution) (cause the common people that the dispersion model Gauss (gaussian distribution)) (for more details, see the Gauss theorem-mark reef), although the minimum quadratic method, this has the famous mathematician is Adrian-Mary Le chong.

History
Johann Carl Friedrich Gauss (German: Johann Carl Friedrich Gauß) German mathematician. Born on April 30, BE 2302 (AD 1777), died February 23, BE 2398 (AD 1855) was one of the greatest legends in the history of mathematics. (Some mathematicians say that four of the great mathematician Archimedes, Newton, Gauss and Euler) has been referred. "Prince of Mathematics" (Prince of Mathematics) devoted to works in all areas of mathematics in his era. Gauss also has an important contribution to the field of physics. Especially astronomy
childhood
Gauss was born in Braun Schweinsteiger function. Young was hailed widely. Gauss was a genius when the numbers are old, Gauss also told that joke. He can be a positive number before he could lose another said Goethe to compose plays for children from the age of six years of Mozart also composed the song Twinkle Twinkle Little Star at the age of five years old, but for scratching. it's It is said that Gauss can correct the account of his father at the age of only three years
, however. The incident shows the genius of Gauss, a person has to know. Occurred when he was a boy, age 7 Gauss in the classroom one day. Teachers instruct students plus a number from 1 to 100 teachers just turned away. Boy was I up to 5050 gauss when asked to answer correctly. Boy Gauss wrote
1 + 2 + 3 + 4 + 5 + ... + 98 + 99 + 100 = 101 + 101 + 101 + ... + 101 = 101 × 100/2 = 10100/2 So the answer is. 5050 the university received a grant to study Gauss at the college level and has discovered several key pieces of their unique proposition of creating an n-sided polygon with a ruler and compass, as the pace of change has occurred. He has proved that the extent of the polygon (n-gon) any written using only ruler and compass. If a number of factors. The odd numbers are primes Fermat (Fermat primes) unique contribution that this builds on the ideas of ancient Greek mathematics. The year 2000 comes to a standstill by the ancient Greek mathematician. Just know that there are only three, four, five and 15 times that of the octagonal building with a ruler and compass. Gauss feel very proud of it. Insomuch that he asked to be carved 17 square the fold (17-gon) listed on a sign above the grave of his fundamental theorem of algebra doctoral thesis Gauss is another immense advancement in mathematics. those days When Gauss was the first to prove the fundamental theorem of algebra (fundamental theorem of algebra), which says the rough. That every polynomial equation of any kind. The answer is always a complex number. This theorem helps to understand the complex mathematics plays a very important one. And also the proposition as a mathematician David Barry Long, Euler, Lagrange or Laplace French Foreign ever tried proven. Moreover, during the life of Gauss. He has given proof of this theorem to model four different arenas. This understanding of the features of increasingly complex. The Government of Germany has the honor of Gauss printed on Deutsche Bank to mark the 10th year.. 2536 (1993) , University of Cologne skirt in the Gauss support. Dukes' parents or the city of Brunswick has always been that Gauss did not think the math. Will be supported in the long-term stability. Gauss decided to take the position professor of astronomy. And Chief Astronomical Observatory Girls at the University of Cologne contributions to the theory of the work of Gauss in number theory. Is a book published in the year 2344 (1801) called Disquisitiones Arithmeticae content in this book. About offering Modular arithmetic (modular arithmetic) is a system of the division remainder. And proof of theory The inverse squared (quadratic reciprocity), which today are a testament to the many different forms. But Gauss was the first to prove this theorem in the year 2339 (1796) works on the theory of electricity and magnetism in the year 2374 (1831) Gauss. with Wilhelm M. Weber, a physicist. Research on magnet Create Unified Magnetic (Magnetic Union) in cooperation with other countries around the world to study the Earth's magnetic. About Magnetic Gauss and Weber. Has been developed as a telegraph in the early days. Also discovered Gauss' law in an electric field, which leads to the rule of Kerch Hoff (overall, with the convergence of. Ampere's Law) is one of the most basic rules of electrical circuits in a sort Treatise on Electricity and Magnetism (1873), the famous James A. Maxwell Hill said he appreciated that Gauss. Gauss has built up quite the science of magnetic method was the second lowest. Errors in measurement And the Gaussian distribution in the year 1809 Gauss research about the movement of celestial objects. And has created a constant gravitational Gauss was also in this research has been invented. How are the two lowest (method of least squares), which is commonly used in modern science. To reduce the impact of the errors of measurements to a minimum. By Gauss had proved the validity of this approach. On the assumption that the error caused by the temple. Normal distribution (normal distribution) (cause the common man, popularly called the Gaussian distribution (gaussian distribution)) (see further details. Gauss theorem - Markov) Although this was the second lowest with a famous mathematician. Adrian pm - Mary Le Grand Hotel.

History.Johann Carl Friedrich Gauss (German: Johann Carl Friedrich Gau ß) German mathematician, born on 30 April 2302 (AD). 1777) died 23 February 2398 (AD 1855) is one of the greatest mathematicians in history. (some of you said four great mathematicians of mathematics has Archimedes Newton Gauss and Euler) has been called "the prince of mathematics". (Prince of Mathematics) due to their contribution in all aspects of mathematics in his era. The Gauss are also major works in physics, especially in astronomy.Childhood.Gauss was born in city of Brunswick. Childhood is referring to widely. Gauss is the numbers. When old, Gauss also tell jokes. He can be a positive number before he said has again said to Goethe can dress plays for children from the age of 6 years old. The Mozart can tune melody Twinkle Twinkle Little Star since the age of 5 years old. But for Gaussian, it is said that Gauss can check the account number his father from the age of 3 years old.However, the incident shows the genius of the Gauss people to know. Happened when he was a boy in the classroom 7 Gaussian age old one day a teacher ordered students to positive numbers since 1 to 100 teachers just turn around. The boy answered up to that 5 050 Gauss, when asked, the answer is how the Gauss wrote.1+2+3+4+5+...+98+99+100 = 101+101+101+...+101 = 101 × 100 / 2 = 10100 / 2 so the answer is 5050.The University.Gauss received a scholarship to study at the college level and discover the unique theorem of the pieces themselves.Forming a n square sides with a ruler and a compass.The step change important happens. When he has to prove that the polygon sides side (n-gon) any can be written using only wood line and compasses. If the factor is a prime number. An odd number are Fermat primes (Fermat primes) unique, work that is hit hug the idea of mathematics ancient Greek. At a standstill, arrived 2 000 years by mathematicians of the organization.