Accomplishments Of David Hilbert

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

Over the centuries, math has evolved in an astounding way. Over the years there have been some amazing mathematicians, but none of them compare to Sir Isaac Newton. Newton contributed to the Fundamental Theorem of Calculus. Success means completing something that one was aiming for. In The Outliers by Malcolm Gladwell, he talks about if one wants to be successful the the person has to spend 10,000 hours working on their project. Newton’s success was due to his external factors and how he spent a plethora of hours discovering all of his theories.

Mathematics has been a part of society ever since its began. Numerous great minds have contributed to the field but one of the most influential mathematicians was Leonardo da Vinci. Genius, renowned and ahead of his time, Leonardo Da Vinci has been called all of these from the time he began changing the world and still is to this day. I chose Leonardo da Vinci to as my scientist because of how progressive da Vinci was within his designs. The power of mathematics and da Vinci’s mind brought humanity amazing new things and ideas. Though Da Vinci is most known for his superior artistic talents, he was also an inventor that incorporated mathematics into designs that were hundreds of years ahead of their time. The invention of a battle tank, robots and diving suits are all accredited to Leonardo da Vinci.

Leonardo Pisano commonly referred to as Fibonacci revolutionized education and economics by reviving ancient mathematics and creating his own theories (Stetson, University). Through some of his well known books are mathematical advancements and broken barriers in the world of mathematics. His desire to learn more and ability to travel led him to create important mathematical advancements that changed history forever (Henderson, H).

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.

making connections among mathematical concepts and procedures, and relating mathematical ideas to situations or phenomena in other contexts (e.g., real-life, imaginary, music)

What made him important is that he discovered gravity. The three laws of motion which led to a more powerful way to solving mathematics. If he is in jail he won't be able to teach what he discovered. He reached it by hard work and self confidence. Therefore he shouldn't be in jail.

Although his work in science and mathematics are well documented, his inventions what is most recognized by academia and the curious audience. Examples of heroes work are many listed below comprises of some of heroes must recognize accomplishments and inventions:

Abstract: - The many concepts we currently have in the field of mathematics are thanks to great mathematicians from different cultures throughout time. An important era when great mathematical discoveries were made was during Medieval Times, or the Middle Ages. In this paper we discuss important discoveries and contributions that were made by three famous mathematicians of this time period including French Nicole Oresme, German Jordanus Nemorarius and Italian Leonardo Pisano, better known for his nickname of Fibonacci.

David Hilbert's father, Otto Hilbert, was the son of a judge who was a high ranking Privy Councillor. Otto was a county judge who had married Maria Therese Erdtmann, the daughter of Karl Erdtmann, a Königsberg merchant. Maria was fascinated by philosophy, astronomy and prime numbers. Otto Hilbert had a brother who was a lawyer and another who was the director of a Gymnasium. After Otto was promoted to become a senior judge, he and Maria moved to 13 Kirchenstrasse in Königsberg and this was the home in which David spent much of his childhood. He had a strict upbringing by his father who was a man who lived his life to a standard pattern, always walking the same way every day and only leaving Königsberg once a year for the annual family holiday.

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

in the Curriculum). Albert Einstein, a famous Physicist and Scientist, can be a key practitioner for science, but he is also very notable for his contributions to mathematics because he created the Theory of Relativity with the famous mathematic equation E = MC2, which allowed for many advancements in math and science, but also helped the atomic bomb in World War II to be created. Pythagoras, a Greek philosopher, is another great contributor to mathematics as he developed the Pythagorean Theorem, which allows all angles of a right triangle to be measured equally. Without this concept, we would not be able to put degree measurements on certain objects (Famous Mathematicians). Throughout schooling, there are many textbooks that flutter throughout classrooms that made significant contributions to mathematics, and if even one of them were to not have been created, the math world as well as the world itself would not flow and exist the way it does currently.

, Friedrich Riemann, was a poor Lutheran pastor while his mother, Charlotte Ebell, died before Bernhard reached adulthood. While exhibiting exceptional mathematical skill at a young age, Riemann suffered from nervous breakdowns and a fear of speaking in public. He attended high school at Johanneum Luneburg, where he developed a reputation for exceeding his professor’s mathematical knowledge. In 1846, Riemann attended the University of Gottingen, where he initially studied philosophy and theology. However, Riemann later began studying mathematics and transferred to the University of Berlin, after receiving a recommendation from Carl Friedrich Gauss. Riemann attended lectures

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

Mathematics has contributed to the alteration of technology over many years. The most noticeable mathematical technology is the evolution of the abacus to the many variations of the calculator. Some people argue that the changes in technology have been for the better while others argue they have been for the worse. While this paper does not address specifically technology, this paper rather addresses influential persons in philosophy to the field of mathematics. In order to understand the impact of mathematics, this paper will delve into the three philosophers of the past who have contributed to this academic. In this paper, I will cover the views of three philosophers of mathematics encompassing their