# Diagram 405 WOW! Signal Basis Linear Algebra Vectors Wormholes

Diagram 405 WOW! Signal Basis Linear Algebra Vectors Wormholes

the idea girl says

blue book notes 1, page 138, 139, cooled plasma formula notes page 13

Diagram 405 WOW! Signal Basis Linear Algebra Vectors Wormholes

see formula notes:

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

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

page 138 notes

3 mar 2014

see page 138, 139, 140 notes apr 7, 2015.

keyword

basis linear algebra

quotes diagrams wiki

This picture illustrates the standard basis in R2.

The blue and orange vectors are the elements of the basis, the green vector can be given in terms of the basis vectors and so is linearly depeendent upton them. Basis defined by Euler angles – the xyz (fixed) system is shown in blue, the xyz (rotated) systems is shown in red. The line of NODES, labeled N is shown in GREEN.

Basis Linear Algebra

X axis is blue <———

y axis is (0,1) Orange ^ up arrow

Green arrow goes NNW (-2,1)

the line to the RIGHT of Y axis and above X axis

shows blue at (1,0)

1 and 2 below it

Blue and Red are in the rotations of X, Y, N, A, G NODES

blue horizontal euler angles xyz basis matrix

rotation creates the Matrix of the wormhole

standard basis is R2 (to the power of 2)

the blue and orange are vectors are the elements of the basis

the green vector can be given in terms of the basis vectors, and so is linearly dependent on them!

3 mar 2014

my thoughts

The line of NODES in GREEN look like the JET HADRON signals from the two muons at the 45° angle in the Higgs Event from CERN ATLAS CML 2012 DATA Diagrams.

Nodes frequency, signals, darpa cougar hollow core fiver optic wires, RF amplitudes.

I fell that somehow the NODES signals will affect the cooled plasma and bendable metal super alloys to create the wormhole that will be traversable .

I am working it out as we go along in the research..

basis linear algebra add the thoughts next page see top page 13

( i didn't take a picture of these notes, sorry just realized it!)

rotation matrix

R = (cos 0 – sin 0)

sin 0 cos 0

rotation matrix in Euclidean space

rotates points in the xyz Cartesian plane counter clockwise

through an angle of 0 zero about the origin of the Cartesian – coordinate system

four quadrants four magnets?

|y axis is ^ up arrows

II ^ I angles 3.5

———- x axis

III ^ IV angles 0.0

wiki

euclidean distance between 2 points of the base with Cartesian coordinates RATE

see

The four quadrants of a Cartesian coordinate system