Google Doodle Commemorating the 200th Anniversary of George Boole

Google Doodle Commemorating the 200th Anniversary of George Boole To commemorate the birthday of one of the world's most renowned scientists, today, Monday (2/11) Google Doodle with the theme of George Boole, who was a mathematician from England. Aside from being a mathematician, George is also known as a lady philosopher and logician, where his work is set as the basis for modern computer science. He was born in Lincoln, UK on 2 November 1815. If counted, today is the birthday of George 200th and the reason Google made themes on the main page of their search engine on the internet. George died at the age of 49 years, precisely on December 8, 1864 in County Cork, Ireland.

To commemorate the birthday of one of the world's most renowned scientists, today, Monday (2/11) Google Doodle with the theme of George Boole, who was a mathematician from England.

Aside from being a mathematician, George is also known as a lady philosopher and logician, where his work is set as the basis for modern computer science. He was born in Lincoln, UK on 2 November 1815.

If counted, today is the birthday of George 200th and the reason Google made themes on the main page of their search engine on the internet. George died at the age of 49 years, precisely on December 8, 1864 in County Cork, Ireland.

During his lifetime, Mr. Geroge known as the Information Age because of the contribution of modern science through Algebra Boolen centered on the idea. He is also known for his intelligence as outlined in a book. One is a book entitled An Investigation of the Laws of Thought.

When launching the book, he was already stepping numeral 39 years. Although it looks old, but the idea is brilliant George still used to this day. Some postulate that he had developed such emblem on the term K, +, X, where K is a set that can not be determined.

While on some elements such as a, b, c, ..., and a + b is also axb, is the result of about 2 binary operations that can not be determined, +, X. When will we browse, then the idea of ​​George Boole will be summarized in 10 postulates, namely:

1. He. If there was a and b are in the set K, then a + b enter the set K
2. I b. If there was a and b are in the set K, then enter the set ab K
3. II a. There are elements of Z so that a + Z = a holds for every element a.
4. II b. There are elements of U so that Au = a holds for every element a.
5. III a. a + b = b + a
6. III b. ab = ba
7. IV a. a + bc = (a + b) (a + c)
8. IV b. a (b + c) = ab + ac
9. V. For each element a contained element of a 'so that a + a' = U and aa '= Z
10. VI. There are at least two different elements in group K.