Skip to content

Diagram 404 WOW! Signal Euclidean Vector Space Wormholes Tangential Component

January 23, 2017

Diagram 404 WOW! Signal Euclidean Vector Space Wormholes Tangential Component

https://alienspacesciencenewsphotos.wordpress.com/2017/01/23/diagram-404-wow-signal-euclidean-vector-space-wormholes-tangential-component/

the idea girl says

blue book notes 1, page 138, cooled plasma formula notes page 13

Diagram 404, and 405, go together, so see notes from them

Diagram 404 WOW! Signal Euclidean Vector Space Wormholes Tangential Component

see formula notes:

Line 22 7b251 Particle Number Operator Fock Basis Vector Wormholes WOW SETI

120 views 23 jan 2017

Line 22 7b252 NODES Linear Algebra Euler Angles Orthogonal Wormholes Formula WOW SETI

190 views 23 jan 2017

keywords for formulas for – nodes, euler, frequency, darpa

previous video – google (page 13) Line 22 7b251 Particle number operator fock basis vector wormhole wow seti
(look in particles data)

3 mar 2014 – single particle basis, fock state, space same vector can be represented in two different bases.

my thoughts – this makes me think of the wormhole with one end closed and the other one is open and can connect to a traversable wormhole from a different location.

keyword basis – linear algebra

see diagrams on above link

Point A
A,B
open end of the wormhole

lindearly dependent Euclidean spaning set
Vector Space V
v down arrow
carrier gauge bosons

V basis linearl algebra

closed end of wormhole
Point B
A,B —>

Tangential compoenent
VI?
V
VII
creates hyperbole space between the wormholes

see notes from page 138, 139, 140 (wormhole information)

april 7, 2015

see notes and diagram 405 for more details.

Advertisements
No comments yet

Leave a Reply

Fill in your details below or click an icon to log in:

WordPress.com Logo

You are commenting using your WordPress.com account. Log Out / Change )

Twitter picture

You are commenting using your Twitter account. Log Out / Change )

Facebook photo

You are commenting using your Facebook account. Log Out / Change )

Google+ photo

You are commenting using your Google+ account. Log Out / Change )

Connecting to %s

%d bloggers like this: