Ask the Brain The World's First Computer-Generated Encyclopedia Computer Generated Encyclopaedia

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Ok "Brain", what's the deal with ?
 
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Topic: Number Theory

Related:
  Theory    Number  
  Number One    Phone Number  
  Number 1    Number of days  
  Access Numbers    Line number  
  Work Phone Number    Credit Card Number  
  Serial Number    Toll Free Number  

 
 
 Vital Stats
The Brain has inferred the following facts from reading text collected on the topic:
Most admires:Albert Einstein
Personality:Analytical,  Philosophical
Education:Elementary school
Favorite board game(s):Chess
Favorite body part(s):Brain
Favorite book(s):"Relativity: The Special and the General Theory" by Albert Einstein
Interest(s):Maths,  Physics,  Origami
Favorite great thinker(s):Pythagoras,  Omar Khayyam,  Archimedes
Favorite philosopher(s):Descartes,  Hobbes,  Spinoza
Ultimate fantasy(s):Being normal
Favorite quote(s):"A mathematician is a device for turning coffee into theorems." - Paul Erdos
"All men are mortal. Socrates was mortal. Therefore, all men are Socrates. Which means that all men are homosexuals.." - Love and Death
 
 
 Expert Talk
The Brain has selected interesting relevant sentences from the web. It automatically assigned them to some of our fictitious experts based on their personalities.


Nick Lazzaro,
Adult Webmaster

Algebraic number theory, 457-462, Adv.
Steve Riggins,
Software Deveoper

Chris has interests in algebraic number theory, with subsidiary interests in algorithmic aspects of algebraic curves, and in combinatorial aspects of network design.
Public key cryptography uses interesting mathematical methods from number theory and algebraic geometry (e.
Topics may include number theory, matrix groups, topology, coding theory and algebraic geometry.
Richard Hosking,
Paranormal Investigator

Theories are backed by an incredible number of facts.
Arthur Dawkins,
Astro-physicist

They can be classified into contributions to algebraic geometry, number theory, differential equations and mathematical physics.
Ring theory is a meeting ground of number theory, group theory, algebraic geometry, functional analysis, Lie theory and universal algebra.
He is recognized for developing new cohomology theories for algebraic varieties, thereby providing new insights into number theory and algebraic geometry.
 
 
 User Talk
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