The mathematical genius George boole He was born on November 2, 1815, in Lincoln, England, into a family of modest means. His father was more of a good friend than a good breadwinner. The father of George He was a struggling shoemaker whose passion was to be a dedicated hobbyist in the field of science and technology and who loved participating in the Lincoln Mechanics’ Institution, a community social club that promoted discussions, readings, and conferences on science and technology. In 1834, the father of George he became the curator of his library.
Boole began submitting his work to the Cambridge Mathematical Journal. Editor Duncan Gregory was impressed with his work and published his articles in the magazine. Gregory then suggested to Boole He studied at Cambridge University, but he couldn’t stop teaching as this was how he supported his family financially.
As Gregory suggested, Boole began studying algebra. Shortly after, his work was published and awarded. In August 1849, he worked as a mathematics teacher at Queens College. Within two years, he was appointed Dean of Science.
The second work of Boole, An investigation of the laws of thought on which mathematical probabilities and logic are founded, was published in 1854. This book was an attempt to correct his 1847 book on logic. In his book, he discussed the theoretical possibility of using probability theory to discover the fundamental laws that governed society, analyzing large amounts of social data.
Apart from his work on the mathematical theories of logic and probability, Boole he also contributed to the development of the calculus. He received numerous honorary titles and awards.
In his personal life, George boole married Mary Everest, the daughter of George Everest. He encouraged his wife Mary to study at a university. They had five daughters. Boole died in 1864 from pneumonia. He went to college in the rain, gave lectures, and then came home which triggered the condition. He is buried in the churchyard of St Michael’s Church of Ireland, Cork.
Today, his revolutionary advances in mathematics are fundamental aspects of electronics and computer science. Its Boolean algebra is used to design and operate computers, as well as other electronic devices.