CHAPTER 6 - CONCLUSIONS

Abstract

This chapter focuses on the quantum theory by amendments which would give the theory a cryptodeterministic character, or to make the theory look like a local causal theory for elementary particles. Mathematicians can disprove any theory by adopting axioms that contradict the theory. Gleason troubles could be avoided by adopting Tutsch's rule, which led back to the Wiener and Siegel 1953 generalization of the polychotomic algorithm. This theory led to serious paradoxes. Theories of the second kind lead in a less sophisticated way to deviations from quantum theory. In fact, these theories were constructed with the purpose of contradicting quantum theory, where quantum theory does not explain the behavior of composite systems in a way that makes the individual elementary particles or quanta behave individually locally causally. Unless Holt's experimental results would be confirmed and the results of Freedman and Clauser would be shown to be faulty, theories of the second kind for their disagreement with experimental data need to be thrown.