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Numbers
The counting numbers are infinite,
Start with one and never complete,
Progressing in consistent intervals,
This property we call: discrete.
The primes are a subset,
Not every counting number qualifies,
And although gaps appear quite often,
The set is still infinite in size.
The negative numbers show direction,
Left down the number-line, not right,
But negative numbers are not wrong,
Else two wrongs could make a right.
The imaginary numbers are quite strange,
Based on the square root of minus one,
Yet we need that: which does not exist,
To know how electric circuits run.
Transcendental numbers are well named,
Their majesty we can confirm,
We prove they cannot be expressed by,
A polynomial with finite terms.
The real numbers are very strange,
They can be irrational or discrete,
Although counting numbers are endless,
The reals are a much larger infinity.
These concepts although quite abstract,
Allow for technology that really works,
The philosophical question is:
Do numbers define our universe?
Start with one and never complete,
Progressing in consistent intervals,
This property we call: discrete.
The primes are a subset,
Not every counting number qualifies,
And although gaps appear quite often,
The set is still infinite in size.
The negative numbers show direction,
Left down the number-line, not right,
But negative numbers are not wrong,
Else two wrongs could make a right.
The imaginary numbers are quite strange,
Based on the square root of minus one,
Yet we need that: which does not exist,
To know how electric circuits run.
Transcendental numbers are well named,
Their majesty we can confirm,
We prove they cannot be expressed by,
A polynomial with finite terms.
The real numbers are very strange,
They can be irrational or discrete,
Although counting numbers are endless,
The reals are a much larger infinity.
These concepts although quite abstract,
Allow for technology that really works,
The philosophical question is:
Do numbers define our universe?
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