A a.i COMPUTER CONSTRUCT

 

                                                 By Henryk Szubinski

 

   basics of a constructdefinitions of the data on logarythms as the analogue

 

     INVOLVANCE WITH PARALLELL PLATES AND THE LOGARYTHMIC                                                                            

                                         MICROPROCESSOR ANALOGE CHIP

 

In mathematics, the logarithm of a number to a given base is the power or exponentto which the base must be raised in order to produce the number.

 

For example, the logarithm of 1000 to the base 10 is 3, because 3 is how many 10s you must multiply to get 1000: thus 10 × 10 × 10 = 1000; the base 2 logarithm of 32 is 5 because 5 is how many 2s one must multiply to get 32: thus 2 × 2 × 2 × 2 × 2 = 32. In the language of exponents: 10³ = 1000, so log₁₀1000  = 3, and 2⁵ = 32, so log₂32 = 5.

 

The logarithm of x to the base b is written log_b(x) or, if the base is implicit, as log(x). So, for a number x, a base b and an exponent y,

 

                            

 

An important feature of logarithms is that they reduce multiplication to addition, by the formula:

 

                                

 

Analogue electronics (or analog in American English) are those electronic systems with a continuously variable signal. In contrast, in digital electronics signals usually take only two different levels. The term “analogue” describes the proportional relationship between a signal and a voltage or current that represented the signal.

 

computer type data implied interior space of the sectionings of a processor

 

 

 

A microprocessor incorporates most or all of the functions of a central processing unit (CPU) on a single integrated circuit (IC). ^[1] The first microprocessors emerged in the early 1970s and were used for electronic calculators, using binary-coded decimal (BCD) arithmetic on 4-bit words.

in the data of a similar function in other analogue computers defined as the capacitator

 

 

parallel plate capacitator

 

                THE MICROPROCESSOR CAN HAVE A POINT ACTIVE

VALUE FOR INFORMATIONS IN HIGH VELOCITY ROTATION AS THE IONIC

CHARGE TRANSFERRANCE TO THE OPPOSITE PLATE SIDE………….

 

                

 

 these microprocessors can be used in micro turbines to a higher data alteration..as transporting micro chip configurations of integral data.

 

of the link ups made by wire sequencing the data on how much or what level of resistance in a circuit is constructively point functional between the plates .Indicative as a displacement of current defined as a charge of a ion produce of the sections of wire processess …

 

                                                         STRING THEORY

 

                                                    By Henryk Szubinski

 

Basically the definitionings of a higher value ressonance in the primary stamen type transmittor=hyper space decellerator in pro defined motion of the

 

 sections 

the parallel capacitator at the horizon level but implied as having a receptor antennae and a emittor antennae at either side. Theese are used to measure the shadows cast on a surface which is measured by the antennae . The surface area of the shadow is divided into halves and the data on alternating the dielectric sides as input into a x formated exchanger.

 

of the type data flexability of the emittor as the basis of running irregular type circumferencial data to see the basis of wobble of the dielectric  type disk..

                  is to use the data on stationary implications by process in a

                                                              IRREGULARITY= x

section of the process linear accellerations made by switching the rotational speeds at release to decellerate… The point in active values of the data on processing the active value gain in electrictity or value of force used in the basic programming would result in similar area projective shadows

 

on a screen used to locate shadow surface area projections and dividing them back to the point base and point top as the antennae pick ups of the point in     space that has the same value of luminoscity of a referenced star..

 

 

due to the basic binary similarity of processess with gravity shadows the same value distributions of a cause effect environment on why specific spherical uniformity =dielectric registrations of points in common shadow /luminoscity values

3 dimensional parabolic

The two-dimensional parabolic coordinates form the basis for two sets of three-dimensional orthogonal coordinates. The parabolic cylindrical coordinates are produced by projecting in the z-direction. Rotation about the symmetry axis of the parabolae produces a set of confocal paraboloids, forming a coordinate system that is also known as “parabolic coordinates”

x = στcosφ

y = στsinφ

 

 

to the same background similarity of a shadow from a perspective of dividing the areas= to the definition in high value progressions in the type similar environments as is in the context of the data on basic division..

In mathematics, especially in elementary arithmetic, division (÷) is an arithmetic operation which is the inverse of multiplication…