Thomas Simpson

Thomas Simpson

Thomas Simpson was born on August 20th, 1710

Full Name: Thomas Simpson
Place of Birth: Market Bosworth, England
Nationality: English
Occupation: Mathematician and Academic
Notable Work: The Doctrine of Fluxions (1737)
Mathematical Contributions: Calculus and Trigonometry
Royal Society: Fellow
Astronomy: Interested in

Developed influential mathematical concepts, including Simpson's rule for approximating definite integrals, and made significant contributions to the field of calculus.

Written by: Lisa Chang Lisa Chang

Thomas Simpson: The Mathematician Behind the Simpsons Rule

Thomas Simpson, a British mathematician and inventor, is best known for his eponymous Simpsons rule, a method for approximating definite integrals. Although the rule had been discovered 100 years earlier by Johannes Kepler, Simpson's work popularized it and earned him recognition in the mathematical community.

Early Life and Education

Born on August 20, 1710, in Sutton Cheney, Leicestershire, Simpson was the son of a weaver. Despite lacking formal education, he taught himself mathematics and developed a passion for the subject. At the age of 19, he married a 50-year-old widow with two children, and they had no children of their own.

Career and Contributions

Simpson's career as a mathematician began when he moved to London at the age of 25. He supported his family by weaving during the day and teaching mathematics at night. In 1743, he became a teacher of mathematics at the Royal Military Academy, Woolwich, a position he held for many years. Simpson was elected a Fellow of the Royal Society in 1745 and a foreign member of the Royal Swedish Academy of Sciences in 1758.

Simpson's most notable work includes his treatises on probability and annuities. His book, The Nature and Laws of Chance, was based on the work of Abraham de Moivre, and he acknowledged de Moivre's contributions in the text. Simpson's goal was to present complex mathematical concepts in a clear and concise manner, making them accessible to a wider audience.

The Simpsons Rule

The Simpsons rule, also known as Kepler's Barrel Rule in German, is a method for approximating definite integrals. The rule states that the value of a definite integral can be approximated by the sum of the values of the function at equidistant points. Simpson's work on this rule has had a lasting impact on mathematics, and it remains an essential tool for mathematicians and scientists today.

Despite his significant contributions to mathematics, Simpson's personal life was not without controversy. He was known to have dabbled in astrology and divination, and he even claimed to have raised a devil from a girl, causing fits. This incident led to him and his wife fleeing to Derby.

Simpson died on May 14, 1761, in Market Bosworth, and was buried in Sutton Cheney. A plaque inside the church commemorates his life and achievements. His legacy as a mathematician and inventor continues to inspire future generations of scholars.

Quotes and Memorable Sayings

"Tho' it neither wants Matter nor Elegance to recommend it, yet the Price must, I am sensible, have put it out of the Power of many to purchase it." - Thomas Simpson, The Nature and Laws of Chance

Historical Context and Legacy

Thomas Simpson's work laid the foundation for future mathematicians and scientists. His contributions to the field of mathematics have had a lasting impact, and his rule remains an essential tool in many scientific disciplines. Simpson's legacy serves as a reminder of the power of self-education and perseverance in achieving success.

  • The Nature and Laws of Chance (1740)
  • The Doctrine of Annuities and Reversions (1742)
Timeline
1710
Birth in Market Bosworth, England
Thomas Simpson was born in Market Bosworth, England. He would go on to become an English mathematician and academic.
1736
Appointment as Mathematician to the Royal Society
Simpson was appointed as a mathematician to the Royal Society, a prestigious scientific institution in England.
1740
Publication of The Doctrine of Annuities
Simpson published The Doctrine of Annuities, a groundbreaking work on actuarial science. This book established him as a leading mathematician.
1742
Election to the Royal Society
Simpson was elected to the Royal Society, recognizing his contributions to mathematics and science.
1761
Death in London, England
Thomas Simpson passed away in London, England, leaving behind a legacy as a prominent mathematician and academic.
Thomas Simpson

Thomas Simpson Quiz

What mathematical concept is Thomas Simpson most famous for developing?

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FAQ
What was Thomas Simpsons contribution to mathematics?
Thomas Simpson was an English mathematician and academic who made significant contributions to the field of mathematics, particularly in the areas of algebra and calculus.
What was Thomas Simpsons most famous work?
Thomas Simpsons most famous work is probably his treatise on algebra, which remained a standard textbook for many years. He also wrote on calculus, and his work on the subject helped to popularize it among English-speaking mathematicians.
What was Thomas Simpsons role in the development of actuarial science?
Thomas Simpson was one of the first mathematicians to apply mathematical principles to the field of insurance, and his work helped to lay the foundations for modern actuarial science.
What was Thomas Simpsons legacy?
Thomas Simpsons legacy is that of a dedicated mathematician and teacher, who helped to shape the development of mathematics and actuarial science during the 18th century. He is remembered for his contributions to algebra and calculus, and his work on insurance mathematics.
What was Thomas Simpsons role in the Royal Society?
Thomas Simpson was a fellow of the Royal Society, and played an active role in the organization. He was known for his participation in debates and discussions, and his contributions to the societys journal.

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