sci fi reality….the rectangularism of parameters

 

no scientific failure

By Henryk Szubinski

freedoom of knowledge basis 5th law 5th framework:

ON THE DENIALS PROCESSESS OF CONCERTIVE NON INCLUSIONS;

in which the basics of non answer to a direct question as how the system works:A.I am a scientist.

universes are in regular size and shape so why is not a galaxy defined as a timable event here ON EARTH.

the questions of a altered parameter of a galaxy such as the andromeda requires another format of force in the altered image direction : where force was previously ordered in one common direction the force of a altered directional image vector is based on the fact that the alternate view of the milky way had been changed to a view seen in galactic rotation to be about 5 000 years: If the image of the milky way had suddenly strted to take images of the andromeda at a latered vector of 90 degrees there would be a 5000 year discrepancy:

the data on the obvious : BUT ONLY THE TOP RECTANGLE AND THE BOTTOM RECTANGLE have been remooved :

the answer to that is a serious problem of dark matter: the answer to that is that the earth has not lost its bearings or its place on the earth : It is the fact that two alterations of a 1000 years are basically = to a alteration of 2000 years in reverse so that the difference is a 1000 light year value that does not exist:

On the question of how this can be accertained the  question process continues as:

WHAT IS WRONG WITH A PARAMETERETARIAL VIEW POINT

wikipedia describes it as follows:

In mathematics, statistics, and the mathematical sciences, a parameter (G: auxiliary measure) is a quantity that serves to relate functions and variables using a common variable (often t) when such a relationship would be difficult to explicate with an equation. In different contexts the term may have special uses.

on the basis of any confrontation be it extraterrestrial or unknown the formats of a presentation to the question

ARE YOU A WIZARD?

the answer has been and always will be:

I AM A SCIENTIST

the basis was posed again :

are you a Wizard?

I am a astrophysicist

the question is posed again

ARE YOU A WIZARD?

the answer is i am a astronomer

THE QUESTION IS AGAIN ; ARE YOU A WIZARD ?

I am a rocket Scientist

The Question continued :

ARE YOU A WIZARD ?

The answer is : I AM A SPACE PIONEER

The question was posed again : ARE YOU A WIZARD ?

The answer to that question is: I am a Aeronautical Engineer .

The question is then posed : YOU ADMIT YOU ARE A WIZARD?

Yes i am a Scientist

the basis of a Galaxy in the process of being there already and in such parameters that the process of a continued non need for alterance by the functions of the data being a resultant of a process that is already answered:There is no SCIENTIFIC FAILURE:

so why then is the question of wizardry pose another view, because it is answered in parametrals:

the question :

WHAT IS THE ANDROMEDA GALAXY?

TO PROOVE THIS YOU WOULD HAVE TO ANSWER THAT THE ANSWER IS NOT REQUIRED  :

but that the format of the question can be changed to:

ARE YOU A ANDROMEDARIAN ?

AND STILL THE QUESTION WOULD HAVE TO MAINTAIN THE SAME LINE OF QUESTIONING :

i am a scientist:

as in

[edit] Mathematical functions

Mathematical functions typically can have one or more variables and zero or more parameters. The two are often distinguished by being grouped separately in the list of arguments that the function takes:

The symbols before the semicolon denote variables, and those after it denote parameters.

Strictly speaking, parameters are denoted by the symbols that are part of the function’s definition, while arguments are the values that are supplied to the function when it is used. Thus, a parameter might be something like “the ratio of the cylinder’s radius to its height”, while the argument would be something like “2” or “0.1”.

In some informal situations people regard it as a matter of convention (and therefore a historical accident) whether some or all the arguments of a function are called parameters.

In the special case of parametric equations the independent variables are called the parameters.

as concerns the question again:

ARE YOU A ANDROMEDARIAN ?

THE ANSWER IS ALONG THE SAME LINES OF A ANSWER =

i am a scientist.

as in

[edit] Analytic geometry

In analytic geometry, curves are often given as the image of some function. The argument of the function is invariably called “the parameter”. A circle of radius 1 centered at the origin can be specified in more than one form:

• implicit form

x² + y² = 1

• parametric form

where t is the parameter.

A somewhat more detailed description can be found at parametric equation.

THE QUESTION IS POSED AGAIN: ARE YOU A ANDROMEDARIAN ?

BECAUSE  the question is the same the answer is also the same

I AM A SCIENTIST

AS IN

[edit] Mathematical analysis

In mathematical analysis, integrals dependent on a parameter are often considered. These are of the form

In this formula, t is the argument of the function F, and on the right-hand side the parameter on which the integral depends. When evaluating the integral, t is held constant, and so it considered a parameter. If we are interested in the value of F for different values of t, then, we now consider it to be a variable. The quantity x is a dummy variable or variable of integration (confusingly, also sometimes called a parameter of integration).

BECAUSE THE FORMAT OF THE QUESTION IS BASED ON A NON LIMITED RESPONSE THE ANSWER TO THE QUESTION IS THE SAME :

in its quantality : are you a andromedarian ?

the answer is :

I am a scientist :

as in

[edit] Probability theory

These traces all represent Poisson distributions, but with different values for the parameter λ

In probability theory, one may describe the distribution of a random variable as belonging to a family of probability distributions, distinguished from each other by the values of a finite number of parameters. For example, one talks about “a Poisson distribution with mean value λ”. The function defining the distribution (the probability mass function) is:

This example nicely illustrates the distinction between constants, parameters, and variables. e is Euler’s Number, a fundamental mathematical constant. The parameter λ is the mean number of observations of some phenomenon in question, a property characteristic of the system. k is a variable, in this case the number of occurrences of the phenomenon actually observed from a particular sample. If we want to know the probability of observing k₁ occurrences, we plug it into the function to get f(k₁;λ). Without altering the system, we can take multiple samples, which will have a range of values of k, but the system will always be characterized by the same λ.

For instance, suppose we have a radioactive sample that emits, on average, five particles every ten minutes. We take measurements of how many particles the sample emits over ten-minute periods. The measurements will exhibit different values of k, and if the sample behaves according to Poisson statistics, then each value of k will come up in a proportion given by the probability mass function above. From measurement to measurement, however, λ remains constant at 5. If we do not alter the system, then the parameter λ is unchanged from measurement to measurement; if, on the other hand, we modulate the system by replacing the sample with a more radioactive one, then the parameter λ would increase.

Another common distribution is the normal distribution, which has as parameters the mean μ and the variance σ².

It is possible to use the sequence of moments (mean, mean square, …) or cumulants (mean, variance, …) as parameters for a probability distribution.

the values can be collectively be localised , but as long as there was a alternate ordering of the parameters to the question of a similar answer the responsive environments of the answer being posed in a new question where the answer is based on the indications of a previously altered format : the answer is the same as based on the certainty of it being continuously the same . So that the answer is :

I AM A SCIENTIST.

the old view that maintains a perspeective is based on the tall rectangle that is representative of the way up in astronomical imagery:

The view you see here is rectangular lying on its side so what seperates parameters is the usage of a additional 2 rectangles of a

A=2.( l.b.h )+ current image

images and research courtesy of wikipedia

sci fi reality….the bullwhip flying car

 

f l y i n g   c a r s

By Henryk Szubinski

freedoom of knowledge basis 5th law 5th framework Chordis6 E.U20

the australian bull whip is actually the forst of its kind being only 200 years old form the basis of Australian history from its settlement at Botany Bay in the year 1788

This means that the bull whip had a concept of audial supersonic velocity simulations already at that time as the first of its kind:

BEYOND:

The bull whip pattern at the tail was made into a minature weave that would give the sonic velocity a faster format as dampening the velocity disruptives of the sonic boom . Going over the velocity or above it by a simple hand trick:

PRESSURE:

The basis of a bull whip that is used in the vechicularity of a process to be used in the flying car functionings by a simulated bull whip positioning as the wave format in its STRING similarity of a wave format in high exchange of the S value responses made to the length being reduced while the  length tappered from as the S in increase x + values to which the value of the waveformat height is basically reduced in its

height = h/x.(S+1)

FREKKLE VALUE:

this gives the additional velocity of the whole tail into a assisted velocity increase at the angle of the handle used to increase the angle by a value of

ON TO IT:

angle x squared giving it a angle x cubed in the response by flexation and then back again into a sonic boom at a value of

h/3x .=3 root angle

POP:

The lucid charecteristics of the bull whip mooving therough the air is a special format where the motion through the air is fastest when the release on the handle is decreased gioving it flow characteristics of its own reduction to a stable velocity of a body comming to rest in which the general process of 80 % to 100 % of the active interactions are concerned with the effect of the sonic boom characteristics:

THE POP SQUEEZE VALUES IN THEIR SEQUENCES OF VOLUME VALUE SIMILARITY TO THE ACTIVE PROCESS AS BASED ON THE TYPE BALL BEARING

 head in its seperated head by a cleeve into the general stalk as on 2 levels of a internal ball head rotating and a internal ball bearing head in rotation: the dynamic involvances are by a rotational angle of the whole structure in rotation= lift:

SQUEEZE:

the process lasts about a 1/10000 of a second and is rtesponsive to the environments of a bullwhip length = x

as the 1/x ( 330 ) =the velocity of the objective used in the spacial interactions of similar processes:

CRAMM:

generally the m 1 and m values can be any volumetrical format of response on the high values of the data on sections of solar wing interactions by occilations and the super length of the vector value =1

The whole value basis of the data on how the process in its top fase /base fase = to a blockage level onthe spacial dimensionality of hyperspace = to a value of x and the data on the formats of how high the string value can be suspended above the data to be input on the vector 1 directionality of the whole dimansionality of the process in which non restrictions in the digrammatics of appended applications to the values of the data in its full volume sphericality in which the basics of the SOH and H2O is multi involvant by data on S = vectors -x

where x = SOH

and S= H2O

‘The whole schematic environment of the whole length of the object is not severed or seperated from the format of its substance; the whole length is utilised in the weave and also on the handle which is of the same 1 value substance:

When an object passes through the air, it creates a series of pressure waves in front of it and behind it, similar to the bow and stern waves created by a boat. These waves travel at the speed of sound, and as the speed of the object increases, the waves are forced together, or compressed, because they cannot “get out of the way” of each other, eventually merging into a single shock wave at the speed of sound. This critical speed is known as Mach 1 and is approximately 1,225 kilometers per hour (761 mph) at sea level at room temperature. In smooth flight, the shock wave starts at the nose of the aircraft and ends at the tail. Because directions around the aircraft’s direction of travel are equivalent, the shock forms a Mach cone with the aircraft at its tip. The half-angle (between direction of flight and the shock wave) α is given by

,

where is the plane’s Mach number. So the faster it goes, the finer, (more pointed) the cone.

There is a rise in pressure at the nose, decreasing steadily to a negative pressure at the tail, followed by a sudden return to normal pressure after the object passes. This “overpressure profile” is known as an N-wave because of its shape. The “boom” is experienced when there is a sudden change in pressure, so the N-wave causes two booms, one when the initial pressure rise from the nose hits, and another when the tail passes and the pressure suddenly returns to normal. This leads to a distinctive “double boom” from supersonic aircraft. When maneuvering, the pressure distribution changes into different forms, with a characteristic U-wave shape.

Since the boom is being generated continually as long as the aircraft is supersonic, it fills out a narrow path on the ground following the aircraft’s flight path, a bit like an unrolling celebrity carpet and hence known as the “boom carpet”. Its width depends on the altitude of the aircraft. ^[2] The distance from the point on the ground where the boom is heard to the aircraft depends on its altitude and the angle α.
The power, or volume, of the shock wave is dependent on the quantity of air that is being accelerated, and thus the size and shape of the aircraft. As the aircraft increases speed the shocks grow “tighter” around the craft and do not become much “louder”. At very high speeds and altitudes the Mach cone does not intersect the ground and no boom is heard. The “length” of the boom from front to back is dependent on the length of the aircraft to a factor of 3:2^{[citation needed]}. Longer aircraft therefore “spread out” their booms more than smaller ones, which leads to a less powerful boom which has a less “spread out” boom.

Several smaller shock waves can, and usually do, form at other points on the aircraft, primarily any convex points or curves, the leading wing edge and especially the inlet to engines. These secondary shockwaves are caused by the air being forced to turn around these convex points, which generates a shock wave in supersonic flow.

sci f reality…..the mobile earth web phone

 

super web earth phones

as adaptive computerisations

no limits on screen interactions ( touch pads,screens,projections)etc

By Henryk Szubinski;

SHOWN FORMERLY ON THE SUPERCOMPUTER A.I CONCEPT BELOW IN THE PREVIOUS CAPTION ON WIRE SYSTEM CALLIBRATIONS OF SPECIFIC USER WEIGHT TO GRAVITY :AS PROJECTIONS

phone enter system requires only weight value to be registered

as a joystick=+/-g

on the phone system to joystick connectives with a finger joystick invertor on the effects of a gyro joysick in 3 type joystics that can use the alterations of motion stability =

system can be covered by a hemiplast covering that can use the float bubble balancing system:

the A.I supercomputer can be made on a web phone world mobility system by incoorporating the mobile systems in a weight to use interaction to define the parameters of any format to flash and input direct and access or use by motion to any positional main frame usage as access to enter and exit to relate by interactions with the easy calibrations of a single wire to define your user weight of body= specifics of coustom tailored input on basic adaptations of any screen format of LCD or plasma to the multi involvant usage of the data .

WEIGHT1——->WEIGHT2——–>WEIGHT3=DATA FILTRATIONS /amount of stable earth gravity usage

sci fi reality……artificial intelligence SUPER COMPUTERS as a huge computer sized universe relation

 a r t i f i c i a l    i n t e l l i g e n c e

super computers

freedoom of knowledge based 5th law Chordis6

By Henryk Szubinski

THE FOLLOWING CONCEPT REFERS TO A FUNCTION TO WHICH EARTH PLANETARY MOTION HAS MANY FUNCTIONS OF FORCE TO WHICH IT CAN ALTER THE FORCE VALUE BY FUNCTIONS THAT ARE THERE CURRENTLY AND TO SHOW THAT A STRUCTURE DEFINED AS THE SUPER A.I UNIT COULD BE MADE TO UTIOLISE THE FORCE IN RELATIONSHIP WHERE THE GENRAL ENVOIRONMENT OF EARTH BEING MOTIVATED TO DO SPECIAL VECTORS THE OPPOSITE OF THE HARNESSING OF SUCH POWER BY THE USAGE OF A JOYSTICK RELATIONSHIP.

BASICALLY A WEARTH FORCE RELATIONSHIP COULD BE MADE TO ROTATE AND TO GRAVITISE BY THE SUN IN ITS ROTATION SO THAT THE INTERACTIVES ARE DEFINED AS THE SUN MAKING A JOYSTICK MANOUVRE: THE OPPOSITE OF WHICH WOULD BE TO MAKE THE JOYSTICK MOOVE BY CENTERING IT IN A A.I SUPER COMPUTER SENATE TYPE ENVIRONMENT TO NOT ONLY USE FORCE BUT TO SIMULTANEOUSLY LEARN BY FORCE TO STAND TO ACCOUNT FOR CONTROLLED INVOLVANCE WITH THE FORCES IN THE STAR SYSTEMS AND ULTIMATELY THE GALAXY…

the following examples will show how such power could be harnessed by wire systems  and their replications of spacetime levels defined as eliptic superellipses and their specific rectangularity = LCD and also the formats of making large scale structures based on the concept: of having a representative to stand at the joystick: and to respond ..

A superellipse (or Lamé curve) is a geometric figure defined in the Cartesian coordinate system as the set of all points (x, y) with

where n, a and b are positive numbers.

This formula defines a closed curve contained in the rectangle −a ≤ x ≤ +a and −b ≤ y ≤ +b. The parameters a and b are called the semi-diameters of the curve.

When n is between 0 and 1, the superellipse looks like a four-armed star with concave (inwards-curved) sides. For n = 1/2, in particular, the sides are arcs of parabolas.

When n is 1 the curve is a diamond with corners (±a, 0) and (0, ±b). When n is between 1 and 2, it looks like a diamond with those same corners but with convex (outwards-curved) sides. The curvature increases without limit as one approaches the corners.

When n is 2, the curve is an ordinary ellipse (in particular, a circle if a = b). When n is greater than 2, it looks superficially like a rectangle with chamfered (rounded) corners. The curvature is zero at the points (±a, 0) and (0, ±b).

If n < 2 the figure is also called an hypoellipse; if n > 2, a hyperellipse.

When n ≥ 1 and a = b, the superellipse is the boundary of a ball of R² in the n-norm.

a higher computer response data on the gravity of a weight upto a 100 million tonnes as a super A.I computer:

in reverse and forwards data as well as maintained interactions and the decreases in advancements:

COMPUTERS WENT FROM A VERY LARGE SIZE TO A VERY SMALL SIZE:

WHAT IS OCCURING NOW WITH THE ADVANCEMENTS OF ARTIFICIAL INTELLIGENCE IS THE REVESE SITUATION:

computers have gone from a very small sized type 1 world web format towards a very large scaled search for the transistor sized with capacity to compute any problem:

the roadrunner gives a size relation of speed to volume of data in its run circuits:

The resultant would be a type sci fi gorernment HYPERSPACE 10 Dimensional universe interactor of fysical values in astrophysical theoretical REAL interactions:

process in action: Data on access A.I as value x by recess in data representation units on the high fileds of a type republican sentae Force=(remember the huge size of the first computers, well a A.I would be the size of the republican galactic senate in the starwars movies)

process of sectional functions based as x =1

For example, if x^4/3 + y^4/3 = 1, then the curve is an algebraic curve of degree twelve and genus three, given by the implicit equation

or by the parametric equations

or

The area inside the superellipse can be expressed in terms of the gamma function, Γ(x), as

 

y =function of process in DATA on the STRING gravity value of the whole computer going through human representative in motion by motion of the whole A.I unit by:

radial / value = z

In the definitions of the collective warping of the basis incoorporations into the whole UNIVERSE

as in any vechicularity in the spacetime of the radial FORCE FIELD data activations by input into the data = high x / process y

The full data values on the light sabre type full functions on the PROCESSESS of vector :

high / process as the A.I unit council mooving upwards by a similarity of the size of the senate A.i Unit in relations to a Planetary size vector =advance

super similarity to compute core relations with star systems  such as the solar system:

IN RELATION TO THE UNIVERSE AS MULTI UNIVERSES:

By the data on inputs to the transports and data on how high the whole A.I senate computer can accumulate O2/ acclimatisations of:

SOH / H2O = process in Data on the SOLAR /STAR =HOW high/ x=

data response on full response by DATA on connective B bits of universal values.

As the completion of FORMATS = data on the STRING end process of values in data on the FULL = section / flux

= data on connect—————>x process

= formats of volume in space stations (EXPANSIONS of localised interactions with the senate A.I unit.

Data FORCE on access to data on FORCE as interactive in progress of DATA VARIANCE of A.I in voice overs of star system relations to the mass weight of the a.i unit

STRING =audialised STOP data on

VALUE 3=non decimal

x= involved

a=interaction

As such EVEY LEVEL of data to PROCESSESS of protocol: the computer mini units of the internal data value in NON INTER LCD

and non BREAK or >SHEER OFF FORCE of monitors in every vechicle in AUDIALITY or translative COGNITION DELAYS IN ANDROIDS=delay

Values as such , have general space points MIDIS in the process to use

REFLEX——————>activations of oN PROCESSESS / disactivations

pROCESS OF DATA ON timE WARPING BY wrinkling AS THE ABSORBTIONS OF WAVEFORMS OF FORCE FLOW:

images courtesy of wikipedia and wookipedia..

sci fi reality………..Mars suit

 

MARS SUIT

By Henryk Szubinski

easy sown on brakkets that can support temperature regulation to get through hash colds and pressure regulations that enshure the explorer can be mobile in difficult situations.

Mars is a hostile environment at times in hospitable. So to kake it through a day on mars in variant weather conditions and the wind sheer on its surface, the scientific explorer would need to get through a wind storm without being blown over . Even as such the winds on Mars can have high levels of micro pellets that blow with the winds at very high velocity, grains of sand, scillicates, ice and much more.

So to get through it all ,a basic suit is needed, One that can cope with the direction of the explorer without adverse effects on the body and easy avoidance of problems by walking in the direction of the wind vector.

The suit clipp or foils are designel wind flow through the multitudes of foils at the peripheral level of the body outline. To ensure the flow mooves passed the explorer as though the resistance was lessened and the wind could moove uninhibited by objects in the way.