A Brief Biography Of Pythagoras

Being one of the greatest philosophers of his time, Pythagoras created a society of skilled mathematicians who worked together to facilitate mathematics, showed how numbers can be independent, and proved the Pythagorean theorem, making him iconic in mathematics today. His discoveries of simple yet essential methods are prevalent today throughout many mathematical fields in which they are treasured.

Pythagoras was the first person to really influence the founding of Calculus. He was an Ionian greek philosopher, mathematician, and has been credited as the founder of the movement called Pythagoreanism. Keep in mind he was born in 570 BC and died in 495 BC, so yeah, he’s kind of old. Most of the information about Pythagoras was written down centuries after he lived, so very little reliable information is known about him. He was born on the island of Samos, and traveled the world, visiting Egypt and Greece, and possibly India, and in 520 BC he returned Samos. Around 530 BC, he moves to Croton, in Magna Graecia, and there he established some kind of school or guild.

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

Pythagoras also contributed to the music world. He expressed the musical harmony in formulas. He created a scale layout with gongs in different sizes and he proved that in the resonance of the gongs he hit, 1 octave interval is equal to 2:1 proportion, the perfect fifth is equal to 3:2 proportion, perfect four is equal to 4:3 proportion and whole notes are equal to 9:8. This, later started to be known as “Pythagorean Tuning.”

Greek mathematical and scientific ideas have also been a large contribution. Euclid, a Greek mathematician, wrote many theorems. His theorems have been very substantial because they are included in today’s mathematical problems. One of his theorems include “If two straight lines cut one another, the vertical, or opposite, angles shall be equal.” This specific theorem is used in proofs and it proves that all vertical angles are equal. Hippocrates was a Greek physician who created the Hippocratic Oath. This oath

Archimedes was a Greek Mathematician from Syracuse, Italy. He was an astronomer, physicist, inventor, and an engineer. Minimal details of his life are yet to be discovered, but his achievement of being the leader of scientists in the classical antiquity. Over the years of his life, Archimedes obtained as much knowledge as he could from his teachers and then decided to travel an extremity to Egypt and there began his study of Alexandria. In a lapse of time Archimedes earned a scholarship and he was known for having a great reputation. When he was done with studying and traveling he returned home to continue in the path of invention and thought. Many legends compare to how Archimedes was a replica of King Hero II. Archimedes was also

Hipparchus was a greek astronomer, geographer, and mathematician born 190 B.C. in Nicaea and died in 120 B.C. Rhodes, Rhodes, Greece. Hipparchus is accredited as the inventor of trigonometry because of his discovery of the first table of chords and also because he's the only person with valid data of the discovery and usage of trigonometry. In order to calculate the rising and setting of zodiacal signs, Hipparchus brought to light the division of circles into 360 degrees and the calculation of chords by looking at the triangles (spherical triangles or triangles that made up a circle) differently. Hipparchus experimented putting all triangles to be within a circle and with the three points each touching the

One of Thales’ most renounced findings include his discovery in geometric studies in the area reading the rules of triangles. He came to the conclusion that if the base angles of an isosceles triangle are equal, the sum of the angles of a triangle are equivalent to two right angles. With the application of “geometric principles to life situations, Thales was able to calculate the height of a pyramid by measuring its shadow, and the distance of a boat to the shore, by using the concept of similar triangles” (pg. 5, Muehlbauer). Realizations such as these helped shape the beginning for the formation of natural law based on observations of the world through explanation.

The Greeks made several inventions, most notably in the subject of math, which are still studied today and taught in school. Mathematician Euclid is often credited as the “Father of Geometry” for all his work and studies in this subject, which are compiled in his books called The Elements. He organized known geometrical statements called theorems and logically proved all of them. He proved the theorem of Pythagoras (another Greek mathematician), which stated that the equation (c2 = a2 + b2) is true for every right triangle.

Anaximander was the first astronomer during his time. Anaximander believed that water was not the try reality. He thought if water was one true reality then the other 3 elements would be wiped out by it. Anaximander believed the ultimate reality is The Boundless. The boundless does not have a problem with opposing anything, which makes the boundless in everything. He believed the ultimate reality was unobservable and unspecific. So he determined the ultimate reality as unlimited or boundless. Anaximander also thought air was the life principle, air held all things together. Pythagoras was also a Pre- Socratic Philsopher from 570 BCE, he also had a different thinking of the ultimate reality. There is not a lot of imforamtion on Pythagoreas because he did not write anything about himself or about his beliefs. He may be known as the mand of science or a preacher of mystic of doctrines. Not much is known about about him but sources say he was from Samos. Pythagoreas was known as the greatest scientist during his time. He was Anaximanders disciple and followed his teacher teachings, He learns about aastrnomy from Anaxnimander and developed formulas like the pythagoreantherom. What he believed to be the ultimate reality was numbers. He believed reality is expressed in mathematical formulas. He tried to get away from the elements of physical life and only use numbers. In present day there are many laws that

The discovery of non-Euclidean geometry is credited to nineteenth-century mathematicians Carl Friedrich Gauss, Nikolai Ivanovich Lobachevsky, and János Bolyai because they are first to recognize that the negation of Euclid’s Fifth Postulate as an axiom produced another geometry that was as rich and solid as that of Euclidean geometry (Venema, 2012). However, several concepts of Hyperbolic geometry were already known by that time, it just was not labeled as Hyperbolic geometry (or non-Euclidean geometry) because Hyperbolic geometry was not yet “discovered”. Euclid’s work was so distinguished that it was accepted as the standard so people did not think it was possible for other geometries to exist. All in all, the discovery and growth of Hyperbolic geometry first began with several mathematicians trying to prove that Euclid’s Fifth Postulate could be eliminated as an axiom.

The renaissance architects and artists has already influence into the mathematical term of portion and perspective because their works have ticked the rivaled nature. As explain the article Galileo used mathematical in a equal skill to reveal that the underlying structure of physical space and emotion could be reduced to mathematical analysis. So in his analysis Galileo described that connecting physical space and real motion could be observed that a uniform change of his neo-platonic, mathematical world. Galileo was the most important person in Europe because he was the bridge for the the scientific revolution in that continent.

There are many great philosophers in this world. Some of which are extremely well known and almost everyone knows their names like Socrates, Plato Aristotle Locke and so very many more. Pythagoras is a less known philosopher who had a lot of discoveries while leading a life in a secretive manner. He was an enigma and the leader of a religious sect cult who believed the universe to consist solely of whole numbers and their ratios. Pythagoras said "Do not talk a little on many subjects, but much on a few." Has one ever wondered where did he learn his vast knowledge of mathematics and religious aspects leading to the Pythagorean cult, or what was all of his discoveries besides

     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

Euclid was one of the most prominent philosophers who has ever lived. His influence on the word today has more to it than you would think from just one philosopher. Euclid is one of the most celebrated Mathematicians of all times. Although his life is remained a mystery, his theorems aren't. He was able to create many ideas around “Greek history, ancient cultures, mathematics, physics, and natural sciences”(Who is Euclid...). His ideas were developed and used for many cognitions. For the main part his many perceptions were used for the foundation of Geometry, the design of many architectural projects, and the development of Greek Culture.