1.

In classical physics this law exactly is not observed.

Only in quantum physics this law is exactly observed.

The observance of this law is connected to the formula E=Mc^2

2.

Quantum theory says that at the interaction of the electron

with the vacuum, the energy and mass of it become infinite.

It means that the law of conservation and transformation energy is broken.

Unless can it be?

No.

Honor and glory to mathematicians.

They thought up " a method of renormalization ", a method

" to sweep the dust under the carpet " / Feynman./ and so

they solved this problem.

But what process is really connected with

the " method of renormalization "?

Please, remember, electron is not a professional mathematician,

but it maybe a particle, maybe a wave.

3.

The physicists say that electron is eternal particle because

it has less electric charge and therefore it cannot break-up.

So, how can electron keep its eternal condition?

How can electron escape its infinity?

How to understand the fact of

“conservation and transformation energy” of electron?

4.

Electron is the particle which has a form of a sphere

(geoid), having energy E=hw.

But everybody knows that an electron is not a firm sphere.

Everybody knows that its form can be changed.

But nobody understands the borders of its change.

Electron cannot disappear .

Electron can only change its form.

So, what are the borders of this change?

5.

According to the law of conservation and transformation energy:

a)

Electron, having the geometrical form of a sphere,

loses their volume (density) and turns into an indefinitely

flat circle (C/D=pi).

What does “indefinitely flat circle “ mean?

It means, that we cannot reach Absolute Vacuum T=0K

and we cannot reach density of the electron in the rest .

b)

In the interaction of the electron with vacuum

transformation of the kinetic energy of an electron ( E=hw)

in its potential energy E=Mc^2 take place.

c)

It is impossible to understand the “last essence of electron”

dividing its geometrical form from energy.

The geometrical form and energy of electron

are united together inseparably