My extra credit assignment is on Julia Robinson. She invented the visual way to look at prime numbers. She is very important because if she hadn't invented prime numbers she wouldn’t be so important. She also worked on this field while it was mostly for men. She was on of the few women to impact math. Robinson was the first women to be elected for president of the math society. Even though Ms. Robinson was shy and scared when she was young she showed talent with numbers at a really early age. She later married a professor and spent most of her time studying way of prime numbers and asking yes or no question to see if these could be prime or if they aren’t. She had a very big passion for Hilbert’s tenth problem. She obsessively used it when it was needed. Ms. Robinson spent more than 20 years on one problem with Martin Davis and Hilary Putnam. Sooner or later then ended up calling the problem a Robinson Hypothesis.She soon became really desperate to see the problem solved or worked out before she died. She ended up passing her work on to this russian guy named Yuri Matiyasevich. He was a prodigy for math. He won many awards and also used Hilbert’s tenth problem to figure out more of the problem and …show more content…
Ms. Robinson and Matiyasevich soon solved many more problems into Ms. Robinson’s death. Right after Ms. Robinson died Yuri Matiyasevich worked with his friend Boris Stechkin they both created a ceive which sooner or later crossed out all the composite numbers leaving only the prime in a easier and high fashion way. Sooner or later Mr. Matiyasevich had many things named after him, but the most important thing to him was the way he helps Ms. Robinson and made the sieve. Mr. Matiyasevich was something that no one understood. He was 22 when he first solved Ms. Robinsons problem. He was a great prodigy that why he has so many awards and most people look up to
... an excellent teacher who inspired all of her students, even if they were undergraduates, with her huge love for mathematics. Aware of the difficulties of women being mathematicians, seven women under her direction received doctorates at Bryn Mawr. Anna took her students to mathematical meetings oftenly. She also urged the women to participate on an equal professional level with men. She had great enthusiasm to teach all she knew about mathematics. She loved learning all she could about mathematics. Anna was a big contributor to mathematics. Anna was gifted in this department. She spent most of her life trying to achieve her accomplishments. She truly is a hero to women. She achieved all of these accomplishments when women mathematicians were very uncommon. She deserved all the awards and achievements she won. Judy Green and Jeanne Laduke, science historians, stated,
The person that I chose for the Womens History Month report is Maria Mitchell, who was a self- taught astronomer. She discovered Comet Mitchell and made amazing achievements throughout her life. Maria Mitchell was born on August 1, 1818 on the Massachusetts island of Nantucket to William and Lydia Mitchell. When Maria Mitchell was growing up in the Quaker community, few girls were allowed to study astronomy and higher mathematics. Even though the Mitchell's weren't rich Maria's father, a devoted amateur( most astronomers of that time were amateurs) astronomer, introduced her to mathematics and the night sky. He also encouraged her toward teaching and passed on a sense of God as in the natural world. By the time Maria was sixteen, she was a teacher of mathematics at Cyrus Pierce's school for young ladies where she used to be a student. Following that she opened a grammar school of her own. And only a year after that, at the age of eighteen she was offered a job as a librarian at Nantucket's Atheneum during the day when it opened to the public in the fall of 1836. At the Atheneum she taught herself astronomy by reading books on mathematics and science. At night she regularly studied the sky through her father's telesscope. For her college education even Harvard couldn't have given her a better education than she received at home and at that time astronomy in America was very behind as of today. She kept studying at the Atheneum, discussed astronomy with scientists who visited Nantucket (including William C. Bond), and kept studying the sky through her father's lent telescope.
Jane Addams is recognized as a social and political pioneer for women in America. In her biography, which later revealed her experiences in Hull House, she demonstrates her altruistic personality, which nurtured the poor and pushed for social reforms. Although many of Addams ideas were considered radical for her time, she provided women with a socially acceptable way to participate in both political and social change. She defied the prototypical middle class women by integrating the line that separated private and political life. Within these walls of the settlement house, Addams redefined the idea of ?separate spheres,? and with relentless determination, she separated herself from the domestic chores that woman were confined to during the later half of the nineteenth century which led to the twentieth one.
...er contributions to society to a 5 page paper. She did amazing things to improve society as a whole. During her lifetime she was an, author, philosopher, women and children’s rights activist, humanitarian, scholar, sociologist, social worker, social leader, and founder of many programs still in place today. Her ideas continue to influence social, political and economic reform all over the world. I think it would be fair to say it is a blessing she was born in a time that made her type of work more difficult. She worked tirelessly to produce much needed changes that we benefit from today. Often times as Americans we take for granted the freedoms and protections are given to us, not taking into consideration the backbone that was necessary to make them happen. I am thankful for the opportunity to study and become more familiar with such an amazing woman of history.
...acknowledged as the greatest women mathematician of the 1900’s, even though she had to go through many obstacles and chauvinism. She was the first women to be accepted into a major college. She proved many of the stereotypes that women were considered to be erroneous, which in the long run also made her a famous person. She was the one who discovered the associative law, commutative law, and the distributive law. These are the Laws that make the basics for Algebra, Geometry, and Basic math. All together she has unquestionably earned the title as the most famous woman mathematician of the 1900’s.
Christopher?s mathematical interests are reflected in his numbering his chapters strictly with prime numbers, ignoring composite numbers, such as 4 and 6. He is also the first student to take an A level in Maths and to get an A grade at his school. Christopher has a photographic memory and is extremely observant. Similarly, Raymond ...
Eliza Snow was another woman who paved the way for American women today. Eliza encouraged women to start social centers and to open stores to sell their home made products such as milk, butter, yarn, and clothing. She is also famous for helping woman attend medical schools and under her influence she encouraged women to write for local newspapers and later E...
She had many struggles trying to receive higher education because of the restrictions women had when it came to furthering ones education. But after many attempts, she was able to study with the great German mathematician Karl Weierstrass. She worked with him for the next four years and then in 1874, received her doctorate. By this time, she had published numerous original papers in the field of higher mathematical analysis and applications to astronomy and physics. But despite all her attempts, and brilliance, she was still a woman in her time period, and therefore unable to find a job in academia. Weierstrass had tried helping her find a job because he was astonished with her abilities and intellectual capacity, but had no luck because after all, she was still a woman.
Rosalind Franklin: Seeing a woman as a scientist during this time is somewhat rare, so the fact that she has taken up this profession show that she is persistent, dedicated, and smart. The only problem is that she is undervalued because of her gender. She is also very quiet and reserved because she’s in a different country.
John Charles Fields is perhaps one of the most famous Canadian Mathematicians of all time. He was born on May 14, 1863 in Hamilton Ontario, and died August 9, 1932 in Toronto, Ontario (Young, 1998). He graduated from the University of Toronto at the age of 21 with a B.A in Mathematics and went on to get his Ph.D. at John Hopkins University in 1887. Fields was very interested to study at John Hopkins University because apparently it was the only university in North America which really stressed research at the time (Fields Institute, n.d.). Fields did original research in the theory of algebraic functions that was influenced by his reknowned mentors, Fuchs, Schwarz, Frobenius and Plank (Fields Medal, n.d.). After two years of teaching at John Hopkins University, John Charles Fields then went on to teach at Allegheny College in Meadville, Pennsylvania, north of Pittsburgh (Fields Institute, n.d). He taught at Allegheny College for 4 years, and then decided that North America was not where he wanted to research, dissatisfied with the state of mathematics in North America, he left for Europe and spent the next 10 years of his life there (Fields Institute, n.d). He studied in Paris and Berlin with some of the best mathematicians of his time. His time there influenced him deeply and reinforced his convictions about the importance of mathematical research. Fields returned to Canada in 1902 as a special lecturer at the University of Toronto and remained at the ...
The work of Evelyn Boyd Granville was important because she focused on the mathematics and physics of life and the earth. Discovering new ideas about the orbit and objects pertaining to the orbit. This research paper will go into depth of her life and through her accomplishments, such as learning math and physics, which most women in this time period did not have a chance to go through. Another reason why the work of Evelyn was so important because it is used in our everyday lives to create new things, discover new things, and to solve problems. Mathematics is used to pay bills and to cook to give a few examples. It is also used to figure out different formulas for space. Mathematics is used for computing things dealing with space and the earth for the satellites and spaceships. Evelyn used math to solve difficult problems in her career, for example the orbits. Even though Math is not spoken of with every thing you do, math exists everywhere.
In about 200 BC the Greek Eratosthenes devised an algorithm for calculating primes called the Sieve of Eratosthenes.
deMorgan was fascinated by the Four-Color problem and wrote in a letter to his colleague Sir William Rowan Hamilton the next day after seeing the conjecture. Hamilton was less enlightened by it, and never worked on it. It was through deMorgan that the Four-Color problem was made known, thus deMorgan has incorrectly been dubbed the originator of the problem.
Carl Friedrich Gauss was born April 30, 1777 in Brunswick, Germany to a stern father and a loving mother. At a young age, his mother sensed how intelligent her son was and insisted on sending him to school to develop even though his dad displayed much resistance to the idea. The first test of Gauss’ brilliance was at age ten in his arithmetic class when the teacher asked the students to find the sum of all whole numbers 1 to 100. In his mind, Gauss was able to connect that 1+100=101, 2+99=101, and so on, deducing that all 50 pairs of numbers would equal 101. By this logic all Gauss had to do was multiply 50 by 101 and get his answer of 5,050. Gauss was bound to the mathematics field when at the age of 14, Gauss met the Duke of Brunswick. The duke was so astounded by Gauss’ photographic memory that he financially supported him through his studies at Caroline College and other universities afterwards. A major feat that Gauss had while he was enrolled college helped him decide that he wanted to focus on studying mathematics as opposed to languages. Besides his life of math, Gauss also had six children, three with Johanna Osthoff and three with his first deceased wife’s best fri...
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