Laws and Orders
#8
GFR Wrote:In fact, we should have:
y = a[4]x ..... tetration
y = a[3]x ..... exponentiation
y = a[2]x ..... multiplication
y = a[1]x ..... addition
y = a[0]x ..... zeration (GML or ML versions)
y = a[-1]x .... minusation (!!!!!!!)

And, to this, our imagination would add ... "imagination", as:
y = a[i]x ...... imagination. Sad

GFR

Yes, a[i]x is "imagination".

I think for interpetation of what minusation may mean, we can look at + zeration and - zeration in a limit, so to say, what does approaching zeration ( if that is enumeration, ordering) from both sides might mean. May be "minusation" is just subtraction since negative numbers appeared because of the need to substract positively enumerated (zerated) objects in the WRONG order, so to say- the biggest from smallest. If there were no subtraction, where would not be negative numbers, if I am right.

So perhaps +zeration is ordering in right order, and -zeration is ordering in wrong order.

Then "imagination" may be coming from ordering without order, so to say. Chaotic enumeration if that means anything.

Excuse me if I am too much in a fantasy landSmile

Ivars
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Messages In This Thread
Laws and Orders - by GFR - 04/23/2008, 09:17 AM
RE: Laws and Orders - by andydude - 04/23/2008, 11:44 AM
RE: Laws and Orders - by Ivars - 04/24/2008, 06:39 AM
RE: Laws and Orders - by GFR - 04/24/2008, 09:38 AM
RE: Laws and Orders - by Ivars - 04/24/2008, 06:24 PM
RE: Laws and Orders - by GFR - 04/25/2008, 04:40 PM
RE: Laws and Orders - by Ivars - 04/25/2008, 08:24 PM
RE: Laws and Orders - by Catullus - 06/28/2022, 06:50 AM
RE: Laws and Orders - by tommy1729 - 06/28/2022, 02:43 PM
RE: Laws and Orders - by bo198214 - 04/26/2008, 10:43 PM
RE: Laws and Orders - by GFR - 04/27/2008, 12:50 AM
RE: Laws and Orders - by bo198214 - 04/27/2008, 10:56 AM
RE: Laws and Orders - by GFR - 04/27/2008, 10:18 PM
RE: Laws and Orders - by GFR - 05/02/2008, 09:47 PM
RE: Laws and Orders - by Ivars - 05/20/2008, 07:08 PM
RE: Laws and Orders - by Ivars - 05/25/2008, 03:10 PM

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