Elements of dynamic science: monograph

Abstract

The monograph first task: to understand hierarchy of energies in the Universe and the principles of functioning of living energy (living organism, in particular, human, subtle energies), and then using these principles to "construct" artificial living energies (let's call them pseudo-living energies). It is possible to significantly expand the horizons of science, in particular physics, by studying the subtle energies in the Universe. For this, some aspects are proposed for consideration of Dynamic Science. self _science ^{our theory} - science here acts as a space for the application of our theory in the self-format, i.e., any place of science, in particular physics, can act as a place for the "location" of the self. It contains itself (accommodates any action C) in any place of science. On the basis of mathematical uncertainties, new mathematical structures are formed, allowing us to describe processes and objects that are fundamentally not determined by conventional deterministic methods. Objective uncertainties in any case can mean manifestations of processes and objects that are fundamentally not determined by conventional deterministic methods. Many energies are indeterminate because they are based on uncertainties from the perspective of traditional science - large concentrations of specific energy in a chaotic state. The foundation of dynamic mathematics lies in working with uncertainties, which makes it possible to manipulate these indeterminate energies using direct-accumulative direct-parallel neural networks. The second task of the monograph is to construct a new mathematical apparatus for neural networks of a fundamentally new type: direct- parallel and direct-accumulative action. We construct models of singularities for singular work with them through neural networks - analogues of the human CNS. Ordinary regular work with them in ordinary science is fundamentally unable to realize their capabilities. Therefore, singular science realized on a neural network - an analogue of the human CNS - will be much more natural. Unfortunately, we do not have funding to perform the necessary experiments and the practical creation of a technical model of such a neural network. There is a need to develop an instrumental mathematical base for new technologies. The task of the work is to create new approaches for this by introducing new concepts and methods. Our mathematics is unusual for a mathematician, because here the fulcrum is the action, and not the result of the action as in classical mathematics. Therefore, our mathematics is adapted not only to obtain results, but also to directly control actions, which will certainly show its benefits on a fundamentally new type of neural networks with directly parallel calculations, for which it was created. Any action has much greater potential than its result. Social justice is fundamentally impossible as long as education (training) is based on achieving results, and not on the process. It is time for physicists to begin studying not only the manifestations of living energies, but also the living energies themselves, which are by no means expressed through objectivity and ordinary energies, although they are capable of manifesting themselves through a lower level - objectivity and ordinary energies. We, as mathematicians, offer a new corresponding apparatus for understanding nature and studying living energies. Significance of the article: in a new qualitatively different approach to the study of complex processes through new mathematical, hierarchical, dynamic structures, in particular those processes that are dealt with by Synergetics. The significance of our article is in the formation of the presumptive mathematical structure of subtle energies, this is being done for the first time in science, and the presumptive classification of the mathematical structures of subtle energies for the first time. The experiments of the 2022 Nobel laureates Asle Ahlen, John Clauser, Anton Zeilinger and the experiments in chemistry Nazhipa Valitov eloquently demonstrate that we are right and that these studies are necessary. Be that as it may, we created classes of new mathematical structures, new mathematical singularities, i.e., made a contribution to the development of mathematics.

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^REVIEWER:

^{Volodymyr PASYNKOV - PhD of physic-mathematical science, assistant professor of applied mathematics and calculated techniques department of «National Metallurgical Academy», Ukraine.}

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     Dedicated to Carlos Castaneda, his teachers and our math teachers.

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CONTENTS:

Introduction

Part I. Elements of Dynamic Science
Introduction
1.1 Some aspects of Dynamic physics for Classical Mechanics
1.2 Some aspects of Dynamic physics for thermodynamics and molecular physics
1.3 Some aspects of Dynamic physics for Classical Hydrodynamics
1.4 Some aspects of Dynamic physics for Classical Electrodynamics
1.5 Some aspects of Dynamic physics for the theory of elementary particles
1.6 Some aspects of Dynamic physics for Time
1.7 Some aspects of self-type structures in Dynamic physics
      Supplement 1
      Supplement 2
1.8 Elements of Dynamic Chemistry
1.9 Elements of Dynamic Biology
1.10 Elements of Dynamic Economy
References

Part II. Dynamic uncertainties of Vprt, PrSCprt types
Introduction
A. Vprt– elements and Their Applications
Introduction
A.1 Vprt– elements, self-type Vprt-structures
A.2 Dynamic Vprt – elements, self-type dynamic Vprtstructures
A.3 FVprt – elements, self-type FVprt-structures
A.4 Dynamic FVprt – elements, self-type dynamic FVprt-structures
B. PrSCprt – elements and Their Applications
B.1 PrSCprt – elements, self-type PrSCprt - structures
B.2 PrffSCprt – elements, self-type PrffSCprt - structures
References

References

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^{Year of publication: 2025
Language: English
Authors: Danilishyn I., Danilishyn O.
Translation: No
Translator: -}

^{Type: E-book
Number of pages: 573
Format: PDF (6,5 MB)
ISBN: 979-8-89898-344-4
UDC: 004:51(07)}