It is shown here that knowledge studied in ordinary undergraduate
courses enables a refutation of vital elements of the Standard Model (SM).
The refuted elements are the theories of the
Yukawa meson, the Majorana fermion as well as the
Z and the Higgs
bosons. The actual proof begins near the bottom of p. 2
of the paper which is linked at the end of this page, and it uses
ordinary textbooks of undergraduate quantum mechanics.
All physicists and chemists, most engineers and some
mathematicians are expected to possess this knowledge.
The paper proves that a self-consistent density cannot be defined
for a quantum particle of a real wave function. Furthermore, there
is an inertial frame where the particle's quantum function vanishes
throughout the entire 3-dimensional space at specific instants.
Therefore, the following chain of contradictions arise:
-
An assumed physically massive particle disappears spontaneously
time and again.
-
A Hilbert space cannot be constructed because density is used in the
definition of the inner product of this space.
-
The QFT's Fock space cannot be defined.
-
Operators cannot be defined and their corresponding expectation values
cannot be calculated.
-
The entire theoretical structure collapses.
These claims can simply be refuted by showing the page number of a
textbook where density of even one of this kind of particles is
consistently defined. As of today, few Standard Model supporters
have already failed to show such a reference.
If you wish to be acquainted with this issue then
please read pp. 2-4 and the first 6 lines of p. 5 of the paper
reached by the following
click.