Quantum reality is dynamic

Quantum theory has been around for over 100 years. There is a great degree of misunderstanding about it. Quantum-everything has been bandied around in popular literature. In particular, quantum leadership is a concept that is receiving some attention. So what is quantum reality and how would a leader relate to it?

Quantum reality is dynamic. Mathematically, it is formalized as a holistic universal wave-function of momentum. It is called a wave function because its argument is a hyper dimensional wave, using complex numbers. A wave-particle is a momentum that has its value distributed across all possibilities in a hyper dimensional space. From our lived objective perspective, quantum reality suffers from an acute measurement problem. Our sense organs are woefully inadequate instruments for perceiving and describing quantum realty in simple static terms in space-time boxes. The full hyper planar formalism of a wave-particle can be reduced into the results of the two slit measurement experiment of photons in a 2-dimensional plane, where the hyper planes can add up or cancel each other depending upon being in phase or out of phase. Quantum wave-function can be approximated to a simpler Gaussian function, which represents the Bell curve or the normal curve, that is a function with all possibilities with unequal probabilities, that is what passes for our common objective experience.

Expectations of quantum mechanics have never been contradicted. One simply has to accept the non-local holistic character of a wave function. However, the act of measurement makes the holistic character of the wave function manifest, in the sense that the particle always shows up in just one place.   The wavelike character must be maintained until we choose to ‘perform a measurement’, and then we can suddenly revert to a particle like description. When a measurement is performed, the state collapses to something local and specific. The particle like aspects show up during measurement while the wave like aspects show up between measurements. The measurement of a particle’s momentum would constitute just as good a measurement of its position. However, momentum states are unrealizable idealizations. 

We have to think of the entire wave as being one particle. The entire wave function is just one thing. The different parts of the wave cannot be thought of as local disturbances. Wave functions have a strongly non-local character. The wave function is needed to explain the wave part of the wave-particle duality. The Schrodinger equation of wave function is unitary. It undergoes the dual processes of unitary evolution (U) and non deterministic Reduction (R). U can be considered the ‘underlying truth’ whereas R is some sort of approximation, illusion, or convenience. This reduction process R is also referred to as ‘quantum uncertainty’.

(The source of the above information is the The Road to Reality: A complete guide to the laws of the universe, by Roger Penrose (p 507-530) in the section on Quantum Reality.)

From a psychological perspective, that emphasis the role of fineness of perception of dynamic connections in the great oneness. It is about managers and leaders developing great tolerance of uncertainty, ambiguity, and volatility. Maharishi would say that being able to perceive the unitary nature of reality would bring invincibility to the leaders, and their organizations and nations. Unitary perception is a blissful state that one achieves by transcending the surface reality of appearances. This can be easily achieved by Transcendental Meditation and other techniques of transcendence.

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