Numerological Dimensional Tree Structure Topology     Last updated on 2010     4     27, a full moon day;

 

Numerology has been for thousands of year. In common, alphabetical letters are defined by non-zero numbers 1 through 9. For example, in English language, the following table represents numerical numbers:

1

2

3

4

5

6

7

8

9

a

b

c

d

e

f

g

h

i

j

k

l

m

n

o

p

q

r

s

t

u

v

w

x

y

z

 

Numerological numbers of Union of Myanmar Federation of Chambers of Commerce and Industry aka UMFCCI is 3, 4, 6, 3, 3, and 9. In numerology, there must be only 1 whole number, by adding together 3 + 4 + 6 + 3 + 3 + 9, numbers become 28, and then 2 + 8 results 10, therefore number 1. Zero 0 is known as absolute, all, or everything. Numbers can represent Time . Space . Action, Eastern Thought. Depending on different thoughts, definition of number may vary, for example, 4 is believed to be creation in Western Though, on the other hand, 4 is believed to be unlucky number in Eastern Thought. 99, 168, 518, 814, 888, 1314, and 289 are lucky combination numbers, in Chinese.

Dimension evolves from 2D xy coordinate, 3D xyz, to numerical dimensions.

Tree structures are used for indexing. Topology represents structure’s functionalities, e.g.

1 way;  2 ways; fully distributed; etc.

 

Many complexity regions exist in IT systems. While analyzing a system, models are used. Each developing model has its own data dictionary, meta, function specification, design specification, and report. In documentation, data dictionary defines words, meta oversees and reduces tables, specifications fulfill requirements i.e. engineering requirements, manufacturing requirements, testing requirements, and report provides current life cycle from quantity to quality.

Number 1 and 9 behave syntax vs. semantic alike when adding, subtracting, multiplying, and dividing. Sudoku is a popular dimensional and numerological puzzle game in the world, where 2 dimensional numerological numbers are quizzed by a table. Electronic calculators prompt decimal numbers by slicing time, accordance with Time.Space.Action, therefore, which mantissa point to be truncated while calculating floating points. Nowadays’ smaller and smaller time slices can prompt bigger and bigger numbers. Therefore, structuring numbers become one of the important IT trends.

The following tables are in numerological dimensional development, while testing parallel time such as 2*5, 2*6, and 2*7, a.k.a. JUN time vs. Lunar time in 2 phases, 4 phases. 2 lunar phases are full moon day and no moon day. 4 lunar phases are new moon, first quarter, full moon, and last quarter. JUN times are up JUN 10 days, middle JUN 10 days, and down JUN 10 days. Concerning 2*6, lunar eclipse partial and lunar eclipse total coexist with solar eclipse annular and solar eclipse total.

VARIABLE BRUNCHING FACTOR

TREE DEPTH1

TREE DEPTH2

TREE DEPTH3

BF1

(N+1)

(N+(1+(1*1)))

(N+((1+(1*1))+(1*1*1))

BF2

(N+2)

(N+(2+(2*2)))

(N+((2+(2*2))+(2*2*2))

BF3

(N+3)

(N+(3+(3*3)))

(N+((3+(3*3))+(3*3*3))

BF4

(N+4)

(N+(4+(4*4)))

(N+((4+(4*4))+(4*4*4))

BF5

(N+5)

(N+(5+(5*5)))

(N+((5+(5*5))+(5*5*5))

BF6

(N+6)

(N+(6+(6*6)))

(N+((6+(6*6))+(6*6*6))

BF7

(N+7)

(N+(7+(7*7)))

(N+((7+(7*7))+(7*7*7))

BF8

(N+8)

(N+(8+(8*8)))

(N+((8+(8*8))+(8*8*8))

BF9

(N+9)

(N+(9+(9*9)))

(N+((9+(9*9))+(9*9*9))

Numerological dimensional numbers provide structure with defined brunching factors.

 

 

Research & develop numerical dimensions: 1st to analyze 5W1H of diff between 2D/3D vs. Numerological dimensions, also see: Numerological Dimensional Tree Structure Topology; 2nd to analyze 5W1H of diff between dimension and topology,

for example: a brunch inside a structure can be defined either 1 way or 2 ways, if compare to 2D/3D, there is no way in 2D/3D, WHERE AND HOW such brunch can be in half duplex or full duplex;

for example: C Sequence Number provides Tree Structure, if compare to 2D/3D, Numerological Dimensional Tree Structure can be 2 aka coexistence, except in ACT3 stage because in ACT3 stage such 2*5, 2*6, 2*7, parallel time NOT able to SYN, except in ACT3 stage DEE diff, ... ;

for example: by using Numerological Dimensional Tree Structure Topology, it is easy to swap, maintain, and solve BLI problems, IFF path's location is defined; Therefore, it is not heuristic;

for example: in near future, biological BLI problems will be solved, by gravitational genetic engineering, by gravity dimension computers; At this present, gravity dimension computers are not available yet to public; Light rate base computers might be a risk in ACT3 stage due to DEE diff; Fixed structure base gravitational computers might be a solution for future's ACT3 stage hyper imaginary space craft, WHICH went very very very far in distance ... ;

3rd to develop from Numerological Dimensional Tree Structure Topology to fixed structured gravitational dimensional computers for ACT3 stage space crafts, with energy map, with parallel time SYN aka 2*5, 2*6, 2*7, aka 10,7,10, ... ; Also see: Heavenly Wheel Topology; Monbusho level knowledge enhancement;

...

Up