1. Negative or complex probability appears there where the measure of two “parts” or of a “part” and the “whole” forms any angle. It can happen when the probability is geometric.
2. Negative or complex probability cannot be excluded from considering in quantum mechanics since any quantum object consists of two “parts”: wave and corpuscular one.
3. That’s why the effects of relative “rotated” measures are observed in any sepa-rated quantum object as well as in the systems of quantum objects. They reflect the immediate interaction of probabilities without any “hidden” parameters.
Key words: negative probability, quantum correlation, phase space, transformation between phase and Hilbert space, entanglement, Bell’s inequalities
The presentation as a PDF or a video; also the presentation in Bulgarian.
The brief paper as a PDF or a video
The extended pape as a PDF or a video
The extended paper in Bulgarian as a PDF
The abreviated article published in Bulgarian as a PDF
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