Carl gauss contributions
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I don't know the details, but I believe Gaussian curvature, as one of the earliest treatments of curvature in general, was an important step towards differential geometry; general relativity depends heavily on a rigorous understanding of curvature. His father labored as a gardner and brick-layer and was regarded as an upright, honest man. Duke Ferdinand continued to financially support his young friend as Gauss pursued his studies at the University of Gottingen. On October 9, 1805, Gauss married his first wife, Johanna Osthoff, with whom he had three children that were born in 1806, 1808, and 1809. He chose not to publish some material that he felt was too far ahead of his time â such as Non-Euclidean geometry.

As a university student he began discovering or independently rediscovering several important mathematical concepts and theorems. Carl Gauss was born on 30 April 1777 in Brunswick Braunschweig , in the Duchy of Brunswick-WolfenbĂŒttel into a poor family. He invented the heliotrope, an instrument that uses a mirror to reflect sunlight over great distances with the purpose of marking positions in a land survey. Foremost was his publication of the first systematic textbook on ,. Les rĂ©sultats de ces investigations obtenus postĂ©rieurement Ă Gauss sont mentionnĂ©s. . His first major work occurred in 1796 when he demonstrated that a regular polygon of 17 sides can be constructed by ruler and compass alone.

Carl began to attend school when he was seven years old. Many say that as Gauss became more famous and prestigious, he became more arrogant and unpleasant. Related Links: Carl Friedrich Gauss Facts. Its significance lies not in the result but in the proof, which rested on a profound of the factorization of and opened the door to later ideas of Galois theory. His Disquisitiones arithmeticae,published in 1801, stands to this day as a true masterpiece ofscientific investigation. These include fundamental results in number theory, differential equations, infinite series, conic sections, numerical integration, the hypergeometric functions, differential geometry, non-Euclidean geometry, linear algebra, and potential theory.

He also worked on a new method for determining the orbits of new asteroids. Another was his discovery of a way of formulating the concept of the of a surface. However, he was a harsh parent who discouraged his young son from attending school, with expectations that he would follow one of the family trades. In 1810, he was honored with the Lalande Prize by the French Academy of Sciences in recognition of his contributions to astronomy. His success rested on a novel method for dealing with errors in observations, today called the.

Instead, he drew important mathematical consequences from this work for what is today called , an important branch of arising in the study of electromagnetism and. In 1817, he began to take care of his mother, who became very sick and lived with Gauss until her death. Copyright c 1994 Microsoft Corporation. These include number theory, algebra, statistics, differential geometry, electrostatics, astronomy, and many more. The teacher couldn't understand how his pupil had calculated the sum so quickly in his head, but the eight year old Gauss pointed out that the problem was actually quite simple.

He discovered platonic molecules,and simple interest. Take a look below for 30 more interesting and fascinating facts about Carl Friedrich Gauss. Carl Gauss died on February 23, 1855, during his sleep of and congestive heart failure. Thus, 50 times 101 will equal 5,050. He then calculated its exact position, so that it was easily rediscovered. Entry 18, whose meaning is known, comes from July 10, 1796. He was for example the first to invent the telegraph and together with a friend he constructed one.

Ceres, however, disappeared behind the sun before the astronomers could collect enough data to predict the accurate date of its reappearance. Completely Wrong but cool answer below Gauss works like a Railgun but instead when it fires and it hits an objects it removes the atoms so its like an atom vacuum. But, when Ceres was finally discovered in 1801, it was almost exacly where Gauss had predicted. He was one of the most intelligent and productive mathematicians ever and made contributions in every mathematical field. He was awarded the prize of the Danish Academy of Sciences in 1823 for his study of angle-preserving maps.

Later on, Gauss himself calculated the date based on snippets of information provided by his mother. Gauss was elected a Fellow of the Royal Society in 1804, and received the society's Copley Medal in 1838. Les contributions de Gauss Ă l'Ă©tude du geomagnĂ©tisme furent primordiales dans trois domaines: le mesurement absolu du champ, son analyse en termes d'harmoniques sphĂ©riques et l'organisation ainsi que l'Ă©quipement d'observatoires magnĂ©tiques. Gauss showed that there is an measure of curvature that is not altered if the surface is bent without being stretched. Gauss was the first mathematician to construct a 17-sided heptadecagon using a compass and a straight edge, and more importantly was the first to prove the laws of quadratic reciprocity. To visit Natalie's blog, go to. He was rare among mathematicians in that he was a calculating , and he retained the ability to do elaborate calculations in his head most of his life.

It was as a teenager attending university that Gauss discovered or independently rediscovered several important theorems. The measurement requires special equipment. Gauss is attributed to a number of other major discoveries in different related fields, including non-Euclidean geometry and Gaussian geometry, important in land surveys and determining curvatures. At the age of fourteen, Gauss was able to continue his education with the help of Carl Wilhelm Ferdinand, Duke of Brunswick. After meeting Gauss, the Duke was so impressed by the gifted student with the photographic memory that he pledged his financial support to help him continue his studies at Caroline College. There, one also finds a bell curve, which is the graphical representation of the Gaussian normal distribution in probability. His Kitab al-Jabr wa-l-Muqabala presented the first systematic solution of linear and quadratic equations.