Fractal logic of the paterns in hadamard matrix

3 мин чтения

Goal: show that there is fractal logic connection between model A and Reinin dichotomies.expressed in terms of hadamard matrix and scale transform.
We’ll use Hadamard matrix rows as fractal tuple XNOR and fractal scale transform

EIE ++++----++++----

1 ++—++—

2 ++++----

case 4 example

Base ++++ ++++

Fe ++— ++—

++—++—

Creative +—+ +—+

Ni +—+ -++-

++++----

the question is: how to get final EIE pattern ++++----++++----

from

++—++— (Base Fe)

++++---- (Creative Ni)

Case 4. take the pattern of 2nd Fn (creative-Ni) ++++----

let 2nd Fn (creative-Ni) ++++---- be [a]

then IEI pattern is (aa) = ++++----++++----

Exhastive solution

For each type compare the 2 IE-Fn relation patterns

if they are equal then its democrat type

then check if the pattern of 1st FN is alpha/gamma valued

if alpha then it is alpha TIM case 1

scaletransform pattern of any function

source [a]

result TIM pattern (aa)

if gamma then it is gamma TIM case 2

scaletransform pattern of any function

source [ab]

resulting TIM pattern (aabb)

if 2 patterns are not equal then its aristocrat type

then check if the pattern of 1st FN is alpha/gamma valued

then check nality (irrationality/rationality) of the 1st Fn

if its alpha-1 rational then its EIE-LSI dyad case 3

scaletransform pattern of 2nd function

source [a]

result TIM pattern (aa)

if its alpha-1 irrational then its IEE-SLI dyad case 4

scaletransform pattern of 2nd function

source [abcd]

result TIM pattern (aabbccdd)

if its gamma-1 irrational then its SLE-IEI dyad case 5

scaletransform pattern of 1st function

source [a]

result TIM pattern (aa)

if its gamma-1 rational then its LSE-EII dyad case 6

scaletransform pattern of 2nd function

source [aa]

result TIM pattern (a-a-aa)

ILE ++++ ++++ ++++ ++++

++++ ++++

case 1

SEI +-+- +-+- +-+- +-+-

+-+- +-+-

case 1

ESE ++— ++— ++— ++—

++— ++—

case 1

LII +—+ +—+ +—+ +—+

+—+ +—+

case 1

EIE ++++----++++----

1 ++— ++—

2 ++++ ----

case 3

LSI +-+—+-++-+—+-+

1 +—+ +—+

2 +-+- -+-+

case 3

SLE ++----++ ++----++

1 ++— —++

2 ++++ ++++

case 5

IEI +—+-++-+—+-++-

1 +—+ -++-

2 +-+- +-+-

case 5

LIE ++++ ++++ —- —-

++++ —-

case 2

ESI +-+- +-+- -+-+ -+-+

+-+- -+-+

case 2

SEE ++— ++— –++ –++

++— –++

case 2

ILI +—+ +—+ -++- -++-

+—+ -++-

case 2

IEE ++++ ---- —- ++++

1 ++++ ++++

2 ++— –++

case 4

SLI +-+- -+-+ -+-+ +-+-

1 +-+- +-+-

2 +—+ -++-

case 4

LSE ++— –++ –++ ++—

1 ++++ —-

2 ++— ++—

case 6

EII +—+ -++- -++- +—+

1 +-+- -+-+

2 +—+ +—+

case 6

Quantum entanglement property

every accepting and every producing function proceeds the IE of the same nality (irr/ra) and share IE-Fn relation pattern

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