07/19/2017, 10:34 AM
(This post was last modified: 07/20/2017, 11:59 AM by Xorter.

*Edit Reason: does not work*)
I have found something: https://math.stackexchange.com/questions...us-indices

Would it be the solution for multiplication functional / analytic matrices?

So F*G = [ f(x,y) ]*[ g(x,y) ] = [ int from alpha to beta f(x,u)*g(u,y) du ]

But I have a question: Why does not it work with constants?!

The next question: what is the analytic representation of the imaginary base units?

We can be sure that: [ 1 ] = [ x, 0; 0, x ]^oinfinity o 1, but what is i?

Could it be [ i ] = [ x, 0; 0, x ]^oinfinity o [ 0, 1; -1, 0 ] ?

And what is about the interdimensional base units, like i[1.5]?

I feel we are closer than ever before.

Would it be the solution for multiplication functional / analytic matrices?

So F*G = [ f(x,y) ]*[ g(x,y) ] = [ int from alpha to beta f(x,u)*g(u,y) du ]

But I have a question: Why does not it work with constants?!

The next question: what is the analytic representation of the imaginary base units?

We can be sure that: [ 1 ] = [ x, 0; 0, x ]^oinfinity o 1, but what is i?

Could it be [ i ] = [ x, 0; 0, x ]^oinfinity o [ 0, 1; -1, 0 ] ?

And what is about the interdimensional base units, like i[1.5]?

I feel we are closer than ever before.

Xorter Unizo