Who Is Leonhard Euler: College Algebra

I selected Pedro Nunes for my famous mathematician project, I chose this mathematician because i wanted to find out what a mathematician was. Also when i saw his picture he looked interesting and i wanted to learn more about him. His lifespan was 76 years he died in August 11, 1578. His birthplace was in Alcacer do sal, Portugal.

The Pythagorean School, for example, contributed many ideas to the mathematic community, among them, studies of geometry and the theory of proof.5 Euclid also lived in the time of ancient Greece and became a prominent mathematician, as well as author of a book about geometry called, The Elements, considered the second best-selling book of all time.6 The works of Pythagoras and Euclid have become fundamental building blocks for any person with an eighth-grade understanding mathematics. With these advancements, as well as innovations from Archimedes and Apollonius of Perga, Islamic scholars translated their works and contributed even more, growing the worldwide understanding of mathematics.7 Greek progressions in geometry as well as the theory of proof contributed greatly to our ultimate understanding of contemporary mathematics, without which, our modern society would be

David Hilbert was born in Konigsberg, Prussia on January 23, 1862 and went on to pursue a career in mathematics in his mother country before receiving a doctorate in 1885 for his study and thesis of invariant theory (David Hilbert, n.d.). Hilbert went on to begin a professional academic career at Konigsberg, where he taught until 1895 when he was "appointed to the chair of mathematics at the University of Gottingen, a post that he would hold for the remainder of his life.

As a child he had attended an integrated school, taught himself to read, and had little to no interest in mathematics or geometry. As he entered high school, his interest in algebra and trigonometry grew. A teacher of one of his math courses, Ms. Caroline Luther opened his eyes and made mathematics more fascinating and attention grabbing. He graduated at the young age of 16 and went to study at the University of Illinois at Champaign-Urbana to earn his doctoral degree in mathematics at age 22. He then studied for a year at

HamptonSocial Studies April 27, 2015Renaissance Essay: Johannes Kepler     Imagine what it would be like to be a great mathematician, who could solve anything involving numbers. This makes me think of Johannes Kepler because he was the renaissance’s innovator who could invent new ideas with math. Johannes Kepler was born in Weil Der Stadt in the holy Roman Empire now Germany. Johannes was known for being able to justify six planets and its distances.     Johannes Kepler had a very rough life growing up. Early on, Johannes was prone to Ill-health. His hands were damaged and his eyesight was diagnosed with a virus called small pox. His grandfathers were amazed with his ability to solve any problem they could bring up to him involving numbers. Another fact about Johannes Kepler is his father Heinrich Kepler earned his living as a mercenary and left the family when Johannes was five. Johanne's mother took him outside to see the eclipse when he was nine years old, he remembered the event his entire life. He was schooled in latin the language of academics, the legal profession and churchmen throughout Europe. Later on he attended Protestant Seminary of Maulbronn, he wished to become a protestant minister. He also attended University of Tubingen, where he took the classes of Theology, Greek Hebrew, Philosophy and Mathematics.     Johannes Kepler had

In Galileo’s teenage years he went to a monastery school in Vallombrosa near Florence. In 1581 he was in the process of entering the University of Pisa. He was there to study medicine but soon became fascinated in mathematics and started studying with mathematical subjects. But there was a problem, his father protested against.

"In 1906, he began studying mechanical engineering in Berlin, and in 1908 he went to Victoria University, Manchester to study for his post-graduate degree in engineering and aeronautics," according to The Basics of Philosophy. At first, he started to study engineering and aeronautics, but later on would find interest in the foundations of mathematics. And from his newly found interest in the foundations of mathematics, he had gone to find Bertrand Russell, who had co-written, "Principia Mathematica" which had inspired to look into the foundations of mathematics in the first

Carl Friedrich Gauss, a German mathematician, is viewed as one of the world’s greatest mathematicians. He was born on April 30, 1777 in Brunswick, Germany as the only child to his poor parents. Gauss was a prodigy in mathematics and calculating. The Duke of Brunswick, impressed by his gift, gave him help financially to allow him to continue his education and study at the University of Göttingen. Throughout his lifetime, Gauss made additions to number theory, probability theory, geometry, the theory of functions, potential theory, planetary astronomy, and geodesy. Carl Friedrich Gauss died on February 23, 1855 in Göttingen, Hanover (a former state of Germany). Gauss made contributions to the fundamental theorem of algebra which is of great importance

David Hilbert, a German mathematician, born January 23rd, 1862 in Königsberg, Germany, was recognized and known as one of the most influential and universal mathematicians of the 19th and early 20th century. Hilbert discovered and prospered a wide variety of ideas that included a theory called the invariant theory and the axiomatization of geometry. He also created another theory that was named after him which was, the theory of Hilbert

After receiving his master’s and writing another dissertation, Leonhard attempted to obtain a position as a physics professor at the University of Basel, but was unsuccessful. Meanwhile, Johann Bernoulli’s two sons, Daniel and Nicolaus, obtained positions in St. Petersburg at the Imperial Russian Academy of Sciences in 1725. Nicolaus soon passed away in 1726, resulting in Daniel assuming his position in the mathematics/physics division. Daniel immediately recommended that his previous position in physiology be given to Leonhard Euler. Within months of accepting the position Euler was promoted to a position in the mathematics/physics department. When the Academy's funds were cut Euler accepted an additional job, serving as a medical lieutenant

George Friedrich Bernhard Riemann, born in Breselenz, Germany, was a prominent and influential mathematician during the nineteenth century. At a young age, Riemann was recognized by his teachers for his swift grasping of complicated mathematical operations. Riemann attended the University of Gottingen where he developed a strong foundation in theoretical physics from Johann Listing and other notable professors. Riemann introduced concepts of mathematical importance such as the complex variable theory, analytic number theory, and differential geometry. Revolutionizing the field of geometry, Riemann set foundations for theoretical physics, modern topology, and the general theory of relativity.

     Euclid of Alexandria was born in about 325 BC. He is the most prominent mathematician of antiquity best known for his dissertation on mathematics. He was able to create “The Elements” which included the composition of many other famous mathematicians together. He began exploring math because he felt that he needed to compile certain things and fix certain postulates and theorems. His book included, many of Eudoxus’ theorems, he perfected many of Theaetetus's theorems also. Much of Euclid’s background is very vague and unknown. It is unreliable to say whether some things about him are true, there are two types of extra information stated that scientists do not know

departure. Euler lost the sight of his right eye at the age of 31 and

Lagrange accomplished many things throughout his career and life that should not be duly noted. As a professor, Lagrange taught mechanics and calculus. However, his impatience tested his teaching methods as it started to create problems with students liking his classes. The following year in 1756, Lagrange sent some of his work to colleague, Leonhard Euler, who then sent it to the French mathematician, Pierre-Louis Moreau de Maupertuis, the President of the Berlin Academy, now known as the Prussian Academy of Sciences. Vastly impressed by the work of Lagrange, Maupertuis invited him to Prussia to become a figure there. Such an invitation would probably have made him more widely known in the science world during that time, but Lagrange courteously declined the invitation as he was content with his life in Turin. Nevertheless, on September 2, 1756, Lagrange was elected to the Berlin Academy. The next year, 1757, Lagrange formed the Royal Academy of Sciences of Turin which was much alike the Berlin Academy. “Lagrange’s work during this period covered a variety of topics, such as calculus of variations, calculus of probabilities and foundations of dynamics. Later, he also worked on fluid mechanics, linear differential equations,

He even did extensive work in certain areas of science. His first mathematic instructions were that of his father, who was a pastor in a neighboring town. His father had significant achievements in mathematics. Realizing his son’s potential, Euler’s father sent him