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John Martin Williams




Table of Contents                                Page
George Boole picture                              2

Wall plaque                                       2

George Boole’s timeline table                     2

George Boole’s personal history                  2&3

Boole family tree                                 3

George Boole’s family history                     3

Boolean logic laws                                4

Moore’s Law                                       4

Transistors on a microchip table                  4

Transistors on a microchip graph                  4

Truth tables                                      5

Logic gate diagrams                               5

AND and OR Gates explained                        6

Acknowledgements                                  6




                                   Page 1 of 6    17/08/11
John Martin Williams




The Unsung Hero
If you ask who George Boole was, most people would have no idea. Not only the operation
of computers, but all today’s electronic devices that use logic chips (CPUs, Control units,
ROM, RAM etc) depend on “Boolean (pronounced bOOlē-un) algebra” to function. George
Boole is best known as the originator of Boolean algebra.

George Boole Timeline                                  Date
Born                                                   2 November 1815
Became Bread winner                                    1831
Royal Society Gold Medal                               November 1844
Boolean Law Developed                                  1854
Married                                                1855
Made Dean of Cork College (later Cork University)      1857
Died (Pneumonia)                                       8 December 1864

George was born at 34 Silver Street, Lincoln, the eldest of five children, his father John
Boole was a cobbler. Though they were comparatively poor, John had a fine mind, with an
interest in science and mathematics in which he encouraged his son George. John wanted
George to have a practical education and together they built telescopes, cameras and
sundials, as well as studying academic subjects including mathematics. There is a story
that they attempted to build a calculating machine, though how much truth there is in this
I can’t say.

Like his father John Boole, George showed a prodigious intelligence at an early age. The
family was too poor to send George to grammar school where fees were charged, so he was
enrolled in Mr Bainbridge’s academy where of course he excelled and was soon assisting in
lessons. Boole was linguistically gifted, he learned Greek and Latin at an early age and a
little later Italian, German and French; having a background in the classics he considered
joining the clergy.


                                     Page 2 of 6                             17/08/11
John Martin Williams
In 1831 John Boole’s business failed and George became the family bread winner. He
began working as an assistant teacher at Mr Heigham’s school in Doncaster. It was at this
time that George changed his focus from the classics to mathematics. At first he
concentrated on natural philosophy (applied mathematics) he later said that the reason for
his change to pure (theoretical) mathematics was due to the sale of his friend William
Blake’s library which he had free access to. George was required to buy his own books and
considered maths books better value as they were generally thicker and took longer to
read. George was an amateur in the best sense of the word, as he studied the subject purely
for the love of it.

George never attended university or gained a degree, but later in life was made Professor
of logic and mathematics at Cork University in 18517 he was made Dean of the College.
George continued his research and writing alongside his teaching for the rest of his life.

In 1855 George married the then Mary Everest (pronounced E as in evil) the niece of Sir
George Everest after whom the great mountain was misnamed in 1855. They were blessed
with five girls?

George Boole Family Tree



                                  George                   Mary
                                  Boole                   Everest




                       Margaret
Mary Boole                                 Alicia Boole             Lucy Boole        Ethel Boole
                        Boole


Ethel Lillian Boole became a novelist, she moved to Russia, while working as a governess
for the widow of the chamberlain of to the Tsar. Ethel met him and said they took an
instant dislike to each other. On seeing the poverty and injustice there, Ethel became a
revolutionary. Toward the end of 1890 she met Wilfred Michael Voynich and after what
can only be described as the plot from a mystery/romance thriller (please Ctrl click on the
link below for their full story) they lived as man and wife from 1890 before marrying in
1902.

http://www.freewebs.com/boole-family/ethellilianboole.htm

George Boole’s nephew also called George had a position as mining engineer at the
Treharris mine in south Wales. He married Kate Eliza Thomas in Cardiff and
honeymooned in Ilfracoombe.

Alicia Boole studied chemistry with the idea of becoming a chemist dispenser but ended up
as a lecturer in chemistry. It is believed she was the first female professor of chemistry at
The Royal Free Hospital, London.

George’s Boolean logic laws were developed in 1854; he published a paper with the catchy
title “Laws of Thought”, which was founded on a previous paper entitled “Mathematical

                                      Page 3 of 6                                17/08/11
John Martin Williams
Theories of Logic and Probabilities”. George’s influence on the world of mathematics was
much wider then in the field of electronics he made it possible to convert words and letters
into numerical form for example E=MC2 which belongs to Albert Einstein.

To illustrate this you can Ctrl click the link below for a short video if you don’t mind the
advert.

http://www.britannica.com/EBchecked/media/83569/Boolean-Algebra-invented-by-
George-Boole-began-the-process-

Transistors and Logic Gates

Logic gates need transistors to function; the amount of transistors on a chip has increased
immensely.

Gordon Moore (co-founder of Intel) stated in 1965 that the number of transistors put on a
microchip had doubled every year and in his opinion would hold true for the next ten
years; this has broadly held true to the present day and has become known as “Moore’s.

                                   Transistors on a chip

              Clock speed: ghz = Gigahertz

                                                                      Number of
              Date                         Name of Processor
                                                                      Trasistors
                       Mar-91                                   486        1 200000
                       Mar-94                              Pentium         3200000
                       Jun-95                              Pentium         3300000
                       Aug-98                            Pentium 2         7500000
                       Aug-99                            Pentium 3         9500000
                       Jan-00                            Pentium 3       28000000
                       Apr-01                            Pentium 4       42000000
                       Jun-02                            Pentium 4       55000000
                        Jul-06                           Core 2 Duo     253000000
                       Nov-06               Core 2 Extreme QX6700       582000000



                                              Number of Trasistors

               700000000
               600000000
               500000000
               400000000
                                                                       Number of Trasistors
               300000000
               200000000
               100000000
                       0
                                 Pentium

                                           Pentium




                                           Extreme
                                           Pentium

                                           Pentium

                                           Pentium

                                           Pentium

                                           Pentium

                                            Core 2
                           486




                                            Core 2
                                             Duo
                                              2

                                              3

                                              3

                                              4

                                              4




                            M     M Jun- A   A Jan- A Jun- Jul- N
                           ar-   ar- 95 ug- ug- 00 pr- 02 06 ov-




                                               Page 4 of 6                                    17/08/11
John Martin Williams
Logic Gates
To access the video on logic gates in the link below please press the Ctrl key while clicking
on the link below

http://youtu.be/H-53TVR9EOw

Below are various truth Tables that compliment the YouTube video.

AND Gate Table                        AND Gate Diagram

   2 Input AND Gate
 A      B       A.B
 0      0        0
 0      1        0
 1      0        0
 1      1        1


AND gates give out high output if all inputs are high, the [dot] in A.B is important as it is
Boolean notation.

OR Gate Table                          OR Gate Diagram

     2 Input OR gate
 A       B       A+B
 0       0         0
 0        1        1
 1       0         1
 1        1        1

OR gates give high output if one or more inputs are high, the [+] in A+B is important it is
Boolean notation.

Not Gate                               Not Gate Diagram

 NOT Gate
 A     -A
 0      1
 1      0
NOT gates invert or reverses other gates in other words an AND becomes a NAND (not
AND) and an OR becomes a NOR (not OR).




                                      Page 5 of 6                               17/08/11
John Martin Williams
The differences between AND and OR gates might seem small but they are vital in
channelling the correct signals within a microchip. I have only mentioned AND, OR and
NOT gates here but there are others, using them in combination enables modern
electronics to function. The main limitation is the physical size of the logic gates that can
be fitted on the microchip.

For a more in depth description please Ctrl click on the link below.

http://www.ee.surrey.ac.uk/Projects/Labview/gatesfunc/index.html#example

For our purposes I have concentrated on his impact on electronics, we must remember
that in his lifetime electricity was considered little more than a parlour game. So not only is
he an unsung hero but an accidental one because electronics probably wasn’t even a
theory.

George’s death was something of a tragic affair; he was caught in a downpour and became
delirious. His wife who adhered to the strange but quite common belief that a more
extreme version of what made you ill would cure you. She is supposed to have thrown
buckets of ice cold water over him, after this treatment his daughter said he was left
shivering between the wet sheets. He suffered for three weeks, after which poor George
died.

We can eulogise people like Tim Berners-Lee, Bill Gates, Steve Job and even Alan Turing,
but without Mr George Boole, they could just be shelf stackers at Wal-Mart or Tesco’s. Of
course I am joking these are great men in their own right. But if the saying about standing
on the shoulders of giants is true George Boole was definitely a giant.


Acknowledgements

   •   The plaque (photo on page 1) is on George Boole’s house in Cork, Eire

   •   On Boole by Dale Jacquette.

   • Boole family history by Kevin Boole Australia.

   •   http://www.infoplease.com/biography/var/georgeboole.html#ixzz1SjeEHO6k

   •   http://www.rogerparsons.info/george/boole.html

   •   http://www.flickr.com/search/?q=george+boole




                                      Page 6 of 6                               17/08/11

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George Boole and Truth

  • 1. John Martin Williams Table of Contents Page George Boole picture 2 Wall plaque 2 George Boole’s timeline table 2 George Boole’s personal history 2&3 Boole family tree 3 George Boole’s family history 3 Boolean logic laws 4 Moore’s Law 4 Transistors on a microchip table 4 Transistors on a microchip graph 4 Truth tables 5 Logic gate diagrams 5 AND and OR Gates explained 6 Acknowledgements 6 Page 1 of 6 17/08/11
  • 2. John Martin Williams The Unsung Hero If you ask who George Boole was, most people would have no idea. Not only the operation of computers, but all today’s electronic devices that use logic chips (CPUs, Control units, ROM, RAM etc) depend on “Boolean (pronounced bOOlē-un) algebra” to function. George Boole is best known as the originator of Boolean algebra. George Boole Timeline Date Born 2 November 1815 Became Bread winner 1831 Royal Society Gold Medal November 1844 Boolean Law Developed 1854 Married 1855 Made Dean of Cork College (later Cork University) 1857 Died (Pneumonia) 8 December 1864 George was born at 34 Silver Street, Lincoln, the eldest of five children, his father John Boole was a cobbler. Though they were comparatively poor, John had a fine mind, with an interest in science and mathematics in which he encouraged his son George. John wanted George to have a practical education and together they built telescopes, cameras and sundials, as well as studying academic subjects including mathematics. There is a story that they attempted to build a calculating machine, though how much truth there is in this I can’t say. Like his father John Boole, George showed a prodigious intelligence at an early age. The family was too poor to send George to grammar school where fees were charged, so he was enrolled in Mr Bainbridge’s academy where of course he excelled and was soon assisting in lessons. Boole was linguistically gifted, he learned Greek and Latin at an early age and a little later Italian, German and French; having a background in the classics he considered joining the clergy. Page 2 of 6 17/08/11
  • 3. John Martin Williams In 1831 John Boole’s business failed and George became the family bread winner. He began working as an assistant teacher at Mr Heigham’s school in Doncaster. It was at this time that George changed his focus from the classics to mathematics. At first he concentrated on natural philosophy (applied mathematics) he later said that the reason for his change to pure (theoretical) mathematics was due to the sale of his friend William Blake’s library which he had free access to. George was required to buy his own books and considered maths books better value as they were generally thicker and took longer to read. George was an amateur in the best sense of the word, as he studied the subject purely for the love of it. George never attended university or gained a degree, but later in life was made Professor of logic and mathematics at Cork University in 18517 he was made Dean of the College. George continued his research and writing alongside his teaching for the rest of his life. In 1855 George married the then Mary Everest (pronounced E as in evil) the niece of Sir George Everest after whom the great mountain was misnamed in 1855. They were blessed with five girls? George Boole Family Tree George Mary Boole Everest Margaret Mary Boole Alicia Boole Lucy Boole Ethel Boole Boole Ethel Lillian Boole became a novelist, she moved to Russia, while working as a governess for the widow of the chamberlain of to the Tsar. Ethel met him and said they took an instant dislike to each other. On seeing the poverty and injustice there, Ethel became a revolutionary. Toward the end of 1890 she met Wilfred Michael Voynich and after what can only be described as the plot from a mystery/romance thriller (please Ctrl click on the link below for their full story) they lived as man and wife from 1890 before marrying in 1902. http://www.freewebs.com/boole-family/ethellilianboole.htm George Boole’s nephew also called George had a position as mining engineer at the Treharris mine in south Wales. He married Kate Eliza Thomas in Cardiff and honeymooned in Ilfracoombe. Alicia Boole studied chemistry with the idea of becoming a chemist dispenser but ended up as a lecturer in chemistry. It is believed she was the first female professor of chemistry at The Royal Free Hospital, London. George’s Boolean logic laws were developed in 1854; he published a paper with the catchy title “Laws of Thought”, which was founded on a previous paper entitled “Mathematical Page 3 of 6 17/08/11
  • 4. John Martin Williams Theories of Logic and Probabilities”. George’s influence on the world of mathematics was much wider then in the field of electronics he made it possible to convert words and letters into numerical form for example E=MC2 which belongs to Albert Einstein. To illustrate this you can Ctrl click the link below for a short video if you don’t mind the advert. http://www.britannica.com/EBchecked/media/83569/Boolean-Algebra-invented-by- George-Boole-began-the-process- Transistors and Logic Gates Logic gates need transistors to function; the amount of transistors on a chip has increased immensely. Gordon Moore (co-founder of Intel) stated in 1965 that the number of transistors put on a microchip had doubled every year and in his opinion would hold true for the next ten years; this has broadly held true to the present day and has become known as “Moore’s. Transistors on a chip Clock speed: ghz = Gigahertz Number of Date Name of Processor Trasistors Mar-91 486 1 200000 Mar-94 Pentium 3200000 Jun-95 Pentium 3300000 Aug-98 Pentium 2 7500000 Aug-99 Pentium 3 9500000 Jan-00 Pentium 3 28000000 Apr-01 Pentium 4 42000000 Jun-02 Pentium 4 55000000 Jul-06 Core 2 Duo 253000000 Nov-06 Core 2 Extreme QX6700 582000000 Number of Trasistors 700000000 600000000 500000000 400000000 Number of Trasistors 300000000 200000000 100000000 0 Pentium Pentium Extreme Pentium Pentium Pentium Pentium Pentium Core 2 486 Core 2 Duo 2 3 3 4 4 M M Jun- A A Jan- A Jun- Jul- N ar- ar- 95 ug- ug- 00 pr- 02 06 ov- Page 4 of 6 17/08/11
  • 5. John Martin Williams Logic Gates To access the video on logic gates in the link below please press the Ctrl key while clicking on the link below http://youtu.be/H-53TVR9EOw Below are various truth Tables that compliment the YouTube video. AND Gate Table AND Gate Diagram 2 Input AND Gate A B A.B 0 0 0 0 1 0 1 0 0 1 1 1 AND gates give out high output if all inputs are high, the [dot] in A.B is important as it is Boolean notation. OR Gate Table OR Gate Diagram 2 Input OR gate A B A+B 0 0 0 0 1 1 1 0 1 1 1 1 OR gates give high output if one or more inputs are high, the [+] in A+B is important it is Boolean notation. Not Gate Not Gate Diagram NOT Gate A -A 0 1 1 0 NOT gates invert or reverses other gates in other words an AND becomes a NAND (not AND) and an OR becomes a NOR (not OR). Page 5 of 6 17/08/11
  • 6. John Martin Williams The differences between AND and OR gates might seem small but they are vital in channelling the correct signals within a microchip. I have only mentioned AND, OR and NOT gates here but there are others, using them in combination enables modern electronics to function. The main limitation is the physical size of the logic gates that can be fitted on the microchip. For a more in depth description please Ctrl click on the link below. http://www.ee.surrey.ac.uk/Projects/Labview/gatesfunc/index.html#example For our purposes I have concentrated on his impact on electronics, we must remember that in his lifetime electricity was considered little more than a parlour game. So not only is he an unsung hero but an accidental one because electronics probably wasn’t even a theory. George’s death was something of a tragic affair; he was caught in a downpour and became delirious. His wife who adhered to the strange but quite common belief that a more extreme version of what made you ill would cure you. She is supposed to have thrown buckets of ice cold water over him, after this treatment his daughter said he was left shivering between the wet sheets. He suffered for three weeks, after which poor George died. We can eulogise people like Tim Berners-Lee, Bill Gates, Steve Job and even Alan Turing, but without Mr George Boole, they could just be shelf stackers at Wal-Mart or Tesco’s. Of course I am joking these are great men in their own right. But if the saying about standing on the shoulders of giants is true George Boole was definitely a giant. Acknowledgements • The plaque (photo on page 1) is on George Boole’s house in Cork, Eire • On Boole by Dale Jacquette. • Boole family history by Kevin Boole Australia. • http://www.infoplease.com/biography/var/georgeboole.html#ixzz1SjeEHO6k • http://www.rogerparsons.info/george/boole.html • http://www.flickr.com/search/?q=george+boole Page 6 of 6 17/08/11