Quizzes & Puzzles40 mins ago
Who Invented Binary Numbers?
53 Answers
Who invented binary numbers?
How many different binary codes have been invented?
How many different binary codes have been invented?
Answers
No one invented binary, in the same way that no one invented base 10 or indeed base N. Maths was and is being discovered. Binary is useful in computers so it was necessary to discover it. By binary code I assume you mean computing code systems. There are many but mostly these days there are 3, ASCII, EBCDIC and BASE64.
14:07 Fri 24th May 2013
Well I might be wrong, maybe I think too much in decimal. But at one level 110 and 20 and 12 and 11 and 10 and 6 are all representing the same number, and interact with other numbers in the same way. There is an isomorphism between different number systems all representing the natural numbers, or all number systems form a representation of the integers.
No one invented binary, in the same way that no one invented base 10 or indeed base N. Maths was and is being discovered. Binary is useful in computers so it was necessary to discover it. By binary code I assume you mean computing code systems. There are many but mostly these days there are 3, ASCII, EBCDIC and BASE64.
//No one invented binary, in the same way that no one invented base 10 or indeed base N//
Tell that to the Romans - 'Gauls! Bleedin' MMMMMs of them!'
Numbers systems are representations of numbers and are clearly invented methodologies - there's nothing 'discovered' about them.
The natural numbers are based on set theory, the set of all sets containing 3 things is 3.
But imagine a Universe that is tonally empty - it contains no matter, no light, nothing.
Does the number 3 still make sense? does it still exist? 3 'what'?
That might sound obtuse but Mathematics like to think of itself as pure completely disassociated from the physical universe
[By the way I have no idea what the answer to that is]
Tell that to the Romans - 'Gauls! Bleedin' MMMMMs of them!'
Numbers systems are representations of numbers and are clearly invented methodologies - there's nothing 'discovered' about them.
The natural numbers are based on set theory, the set of all sets containing 3 things is 3.
But imagine a Universe that is tonally empty - it contains no matter, no light, nothing.
Does the number 3 still make sense? does it still exist? 3 'what'?
That might sound obtuse but Mathematics like to think of itself as pure completely disassociated from the physical universe
[By the way I have no idea what the answer to that is]
well we may be entering the realm of semantics here but maths is universal, we are just labelling our own discoveries within in it. 2+2=4 everywhere in the universe, independent of all language. Aliens in a galaxy far far away would agree but they would no doubt have different symbols for the numbers and operators but their maths is the same as ours. Similarly the number bases are merely there to be discovered and used as is convenient. we go 1 to 10 because it suits us but we did not invent base 10 it was there to be discovered.