Ideas and principles

Bruce M. Bennett, Donald D. Hoffman, Chetan Prakash

Vyacheslav I. Yukalov, Elizaveta P. Yukalova

An approach is developed, combining the ideas of quantum statistical mechanics and multichannel theory of scattering, for treating statistical systems whose constituents can possess different bound states realized as compact clusters. The main principles for constructing multichannel cluster Hamiltonians are formulated: principle of statistical correctness, principle of cluster coexistence, and principle of potential scaling. The importance of the principle of statistical correctness is emphasized by showing that when it does not hold the behaviour of thermodynamic functions becomes essentially distorted. And moreover, unphysical instabilities can appear. The ideas are carefully illustrated by a statistical model of hot nuclear matter.

David Wick

Bogdan Szenkaryk Pinopa

In the article is presented the view that the creators of today's physics went far beyond the area of ​​classical physics. They created and developed two theories of relativity and quantum mechanics, and their work was based on the principle: the more complex are the physical ideas and difficult to understand, the better; the more ideas will be introduced to the physics and they will be beyond the reach of human imagination and experience, the better. In short, they created a physics based on chutzpah principles, in which the less logic and cause-effect dependences, the better. Article aims to raise awareness of logically minded physicists that it is time to eliminate chutzpah ideas from physics and replace them by logically associated ones along with experimental facts.

Deep Jyoti Dutta

This paper seeks to propose certain experiments which can be performed to find the reality of indeterminacy principle (IP) or commonly known as uncertainty principle. We argue that the IP is a very fragile limitation of what one can measure which can be violated with highly precise techniques and modern ideas.

Yu. I. Ostrovsky, Mikhail M. Butusov, G. V. Ostrovskaya