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Post date: Nov 13, 2020 6:39:14 AM
Polish plane crash ... math test
Polish air plane crash at Smolensk with Molinsky .... Joan Rivers (Joan Alexandra Molinsky)
Polish air plane crash at Smolensk with Molinsky .... Joan Rivers (Joan Alexandra Molinsky)
and
and
Monica SKY LewsinSKY (High office secret codes)
Monica SKY LewsinSKY (High office secret codes)
RD-bog-number-4469 by Herb Zinser reviews the EARTH geography surface as a mathematical-physics EXPRESSION SURFACE.
Like in high school geometry and algebra class ….. we use an sheet of cellulose paper to express math equations and diagrams.
The EARTH geography surface has its algebra expressions … the above might be some valley between mountains ….. or a river channel.
Let's look at another blog post that outlines the Laplace math engineering function WAR and its involvement in tragic signaling events.
RD-blog-number-4447 by Herb Zinser reviews the world MATH & SCIENCE WARS and the recent war casualties of the Germanwings air plane that crashed in the French Alps.
www.cnn.com/2015/03/24/world/gallery/france-plane-crash/
CNN
4 days ago - A Germanwings Airbus A320 plane carrying 150 people crashed in the foothills of the French Alps on Tuesday, March 24.
The SYMBOL MACHINE code word --> Paris --> Par + is --> Parallel information systems ... suggest we look for additional factors in the CAUSE of the tragic signaling EVENT.
en.wikipedia.org/wiki/Laplace_transform
Wikipedia
The Laplace transform is a widely used integral transform in mathematics and electrical engineering named after Pierre-Simon Laplace that transforms a ...
Inverse Laplace transform - Integral transform - Laplace transform applied to ...
en.wikipedia.org/wiki/Pierre-Simon_Laplace
Wikipedia
Pierre-Simon, marquis de Laplace was an influential French scholar whose work was important to the development of mathematics, statistics, physics, and ...
Early years - Analysis, probability and ... - On the figure of the Earth
Pierre-Simon, marquis de Laplace (/ləˈplɑːs/; French: [pjɛʁ simɔ̃ laplas]; 23 March 1749 – 5 March 1827) was an influential French scholar whose work was important to the development of mathematics, statistics, physics, and astronomy. He summarized and extended the work of his predecessors in his five-volume Mécanique Céleste (Celestial Mechanics) (1799–1825). This work translated the geometric study of classical mechanics to one based on calculus, opening up a broader range of problems. In statistics, the Bayesian interpretation of probability was developed mainly by Laplace.[2]
Laplace formulated Laplace's equation, and pioneered the Laplace transform which appears in many branches of mathematical physics, a field that he took a leading role in forming. The Laplacian differential operator, widely used in mathematics, is also named after him. He restated and developed the nebular hypothesis of the origin of the solar system and was one of the first scientists to postulate the existence of black holes and the notion of gravitational collapse.
Laplace is remembered as one of the greatest scientists of all time. Sometimes referred to as the French Newton or Newton of France, he possessed a phenomenal natural mathematical faculty superior to that of any of his contemporaries
Laplace's demon
Laplace's demon
Main article: Laplace's demon
In 1814, Laplace published what is usually known as the first articulation of causal or scientific determinism:[35]
We may regard the present state of the universe as the effect of its past and the cause of its future. An intellect which at a certain moment would know all forces that set nature in motion, and all positions of all items of which nature is composed, if this intellect were also vast enough to submit these data to analysis, it would embrace in a single formula the movements of the greatest bodies of the universe and those of the tiniest atom; for such an intellect nothing would be uncertain and the future just like the past would be present before its eyes.
—Pierre Simon Laplace, A Philosophical Essay on Probabilities[36]
This intellect is often referred to as Laplace's demon (in the same vein as Maxwell's demon)
LaPlace's DEMON works in the context of COMPUTER EARTH basic assembler language instruction --> LA = Load Address.
In more detail ...we think of the SYMBOL MACHINE usage of the keyword and its evolution
--> LaPlace --> components --> La + PLace (such as the Earth mathematical-physics geography surface)
Above...we see the keyword --> Place of the EARTH system and its new instruction
--> LaPlace --> Load address Place (the French Alps)
mathworld.wolfram.com › ... › General Integral Transforms
MathWorld
by EW Weisstein - 2002 - Cited by 10 - Related articles
The Laplace transform is an integral transform perhaps second only to the Fourier transform in its utility in solving physical problems. The Laplace transform is ...
In the French Alps the Germanwings air plane underwent a LaPlace transform.
Laplace transform convergence
We can use MATLAB/FREEMAT to plot Laplace transform magnitudes, as shown above, this is a plot of the Laplace transform of the circuit output ......
Above, the VIEW of the French Alps in Laplace transform magnitudes.
We sugegst that Nikola Tesla ESARTH vibrations and echo signature may be part of the French Alps picture and the plane crash is an echo message.
www.excludedmiddle.com/earthquake.htm
In the last years of the 19th century, technological alchemist Nikola Tesla may ... A vibration sent through the earth returns an "echo signature" using the same ...
Surface Plot of Magnitude
Surface Plot of Magnitude
Laplace Transform 2 CC Poles
Laplace Transform 2 CC Poles
Cuthbert Nyack
Transfer Function
Transfer Function
The transfer function F(s) of a system with two complex conjugate poles at -a + jb and -a - jb is shown below. This is usually obtained from second order physical systems. Second order systems are those described by second order differential equations e.g. resonant systems with one resonant frequency.
The above diagram shows a surface plot of the magnitude of the Laplace transform function F(s) when F(s) has two complex conjugate poles in the complex s plane. The plot is characterised by its "flatness" over most of the s plane except at the poles where it rises to infinity. The height of the peak has been cut-off at 15. The red line shows the magnitude of F(s) along the imaginary s axis and corresponds to the frequency response of a system which has Laplace Transform F(s). Here the poles are at -0.125 + 0.5j and -0.125 - 0.5j and the maximum in the frequency response is ~8.
...in other words .........
a EARTH geography surface plot of the magnitude of the Laplace transform function F(s) --> French (soil systems)
a surface plot of the magnitude of the Laplace transform function F(s)
The phase plot corresponding to the above magnitude plot is shown above. This plot is characterised by a jump in the phase by 2p along lines parallel to the imaginary axis from the pole location to infinity. A closed path surrounding the pole will encounter a phase change of 2p, while any other path will not. The red line is the phase along the imaginary axis and corresponds to the phase associated with the frequency response. Along the positive imaginary axis, the phase changes from 0 to -p.
...... above diagram words --> Arg F(s) --> Arguments French systems
therefore ..in other words ...... the word -->
Plot maps to
P_lot
Pilot ... Nature's Darwinian SYMBOL MACHINE selection of a Laplace math naivagorot ./pilot ./ guide --> LU = logical Unit = Andreas Lubitz.
The phase plot (plot maps to bio-math human pilot)l corresponding to the above magnitude plot is shown above.
This plot/ scheme /racket
is characterised
by a jump (the Germanwings airplane jump into the sky as it leaves the Barcelona airport)
in the phase by 2p along lines parallel to the imaginary axis from the pole location to infinity.
A closed path surrounding the pole will encounter a phase change of 2p, while any other path will not.
The red line is the phase along the imaginary axis and corresponds to the phase associated with the frequency response.
Along the positive imaginary axis, the phase changes from 0 to -p.
Above, we have the EARTH LAB time domain EXPERIMENTAL DEMO..
Below, we have the LaPlace equations.
Above, the frequency domain is probably represented by the French Alps geography mountains ...... that look like a frequency graph ...from across section point of VIEW.
Below, an EARTH frequency graph using mountains and Nikola Tesla EARTH waves.
,
Amother Laplace application --> La + place
--> Load Address PLACE = LAX --> Los Angeles airport
and the shooting of bio-math human .....
www.huffingtonpost.com/.../gerardo-hernandez-lax-...
The Huffington Post
LOS ANGELES (AP) — An autopsy shows a security officer killed by a gunman at Los Angeles International Airport had been shot 12 times
.............ez --> transcendental number e math exponent z
.............ez --> transcendental number e math exponent z
https://www.mathsisfun.com/numbers/transcendental-numbe...
https://www.mathsisfun.com/numbers/transcendental-numbe...
Maths Is Fun
Transcendental Number. A Transcendental Number is any number that is not an Algebraic Number. Examples of transcendental numbers include π and e.
Let's look at another blog post that provides more CLUES about the math and science wars.
www.npr.org/programs/totn/transcripts/2003/.../030916.conan.html
NPR
CONAN: President Carter's national security adviser, Zbigniew Brzezinski, joins us now to give us an insider's look at what happened and to tell us about the ...
Zbigniew Kazimierz Brzezinski (Polish: Zbigniew Kazimierz Brzeziński ; born March 28, 1928) is a Polish American political scientist, geostrategist, and statesman who served as a counsellor to Lyndon B. Johnson from 1966–1968 and held the position of United States National Security Advisor to President Jimmy Carter from 1977 to 1981. Brzezinski belongs to the realist school of international relations, geopolitically standing in the tradition of Halford Mackinder and Nicholas J. Spykman.[2][3]
The initial SYMBOL MACHINE announcement was made by President Eisenhower.
Thus we have the message --> military industrial complex numbers.
www.math.wisc.edu/.../complex.pdf
University of Wisconsin‑Madison
(15) where the cn's are complex coefficients and z and a are complex numbers. It is a series in powers of (z − a). By the ratio test, the power series converges if.
www.ams.org/.../amstext-16-prev.pdf
American Mathematical Society
This leads to a number of other results, including the Fundamental Theorem of .... that a complex power series converges on a certain open disc and diverges at ...
An major region of math SYMBOL military expressions are military penetration of --> STATES of MIND, Schools of Thought, and various human streams of consciousness,
the subconscious, ot the Carl Jung collective unconsciousness (Group Mind ) of a community or college campus collective of students, administrators, and professors.
Now, let's look at the Polish plane crash in Europe.
en.wikipedia.org/wiki/2010_Polish_Air_Force_Tu-154_crash
Wikipedia
The 2010 Polish Air Force Tu-154 crash occurred on 10 April 2010 when a ... aircraft of the Polish Air Force crashed in the city of Smolensk, Russia, killing all 96 people ... These included President of Poland Lech Kaczyński and his wife Maria, ...
Background - Flight sequence - Investigation - Causes
www.thedailybeast.com/.../did-putin-blow-up-the-whole-...
The Daily Beast
Apr 11, 2014 - Four years ago this week, Polish President Lech Kaczynski was killed in a plane crash near the Katyn Forest in Russia where he was flying to ..
abcnews.go.com › News
ABC News
Mar 29, 2012 - The crash killed the president, his wife and nearly 100 other top Polish officials who were en route to a ceremony in Russia commemorating the ...
Now, let's look at the mathematical life of the Poles.
First .... a concept
We have the source domain of SYMBOL LIFE and thought that may get a mathematical-physics mapping to the destination range of physical biology with human proper nouns, human activities, etc on the geography surface of EARTH.
math.stackexchange.com/.../zeros-poles-at-laplace-and-at...
Stack Exchange
Mar 19, 2014 - I recently started "relearning" the Laplace transform, and I noticed something. It seems to me that the intuitive idea of poles and zeros is different ..
www.dummies.com/.../sdomain-analysis-understanding-poles-and-zeros-...
You can view the Laplace transforms F(s) as ratios of polynomials in the s-domain. If you find the real and complex roots (poles) of these polynomials, you can ...
en.wikipedia.org/wiki/S_plane
Wikipedia
In mathematics and engineering, the S plane is the name for the complex plane on which Laplace transforms are graphed. It is a mathematical domain where, ...
Below, the S-plane --> becomes the EARTH physical reality of -->Smolensk plane .... smol --> smoldering in the fire of the crash
ocw.mit.edu/.../MIT18_03S10_chapter_22.pdf
MIT OpenCourseWare
When working with the Laplace transform, it is best to think of the variable s in F ... of t, and its pole diagram, linking the Laplace transform to Fourier series. 22.1.
The above diagram shows the relation of poles on the Laplace s plane and on the z plane. Pole 1a in the s plane maps to 1b in the z plane, 2a to 2b et
The time behaviour resulting from a single pole in the s and z planes is shown by the 2 equations above. In the s plane a pole located on the real axis in the left half plane where a < 0 produces an exponentially damped stable response, e.g. pole at 1a is stable. In the z plane a pole on the positive real z axis and within the unit circle (a < 1) produces a converging series and a stable response. e.g. pole 1b in the z plane. On the other hand pole 2a to the right of the imaginary axis in the s plane and 2b outside the unit circle in the z plane produce unstable responses.
fourier.eng.hmc.edu/e102/lectures/Laplace_Transform/node3.html
Zeros and Poles of the Laplace Transform. All Laplace transforms in the above examples are rational, i.e., they can be written as a ratio of polynomials of ...
Below, the zeros MESSAGE of the round tire wheels
Laplace and Pole-Zero Modeling
www.ece.uci.edu/.../hspice_2001_2-229....
University of California, Irvine
The transfer function is the s-domain (frequency domain) ratio of the output of a single-source circuit to the input, with initial conditions set to zero. The Laplace ...
[PDF]
Transfer Functions, Poles and Zeros - Maplesoft
www.maplesoft.com/.../Transfer%20Functions,%20Poles...
Waterloo Maple
by M Player - Related articles
to the concept of Transfer functions and the poles and zeros of a system. (This command loads the functions required for computing Laplace and Inverse ..
Thus, in year 2105. we see the incomplete explantions of REALITY given by European citizens and their governemnts that live in some Hollywood brain fantasy land ... becuase they are to lazy to study the tragic signaling EVENTS on the mathematical-physics geography surface of EARTH.
The other signaling EVENT of LaPlace --> Place of DeKalb Illinois.
en.wikipedia.org/wiki/Northern_Illinois_University_shooting
Wikipedia
The Northern Illinois University shooting was a school shooting that took place on February 14, 2008. Steven Kazmierczak shot multiple people on the campus on the campus of Northern Illinois University in DeKalb, Illinois
Shooting - Victims - Perpetrator - Reaction
The incident happened at the campus's Cole Hall oceanography classroom at approximately 3:05 p.m. local time
Thus we have event signal codes ..... Steven K. --> Polish-American
code --> Northern deKalb --> subset letters --> Node ..... some Laplace frequency linked with Nikola Tesla EARTH vibrations
code--> Cole Hall Ocean class
..........................O --> implies zeros
Thus we have a event database with a variety of components --> a Pole, nodes, zeros
Near DeKalb is the State of Wisconsin with sin wave geography ... adaptable to the Tesla EARTH vibrations.
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