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Papers by David Halprin
This is a comprehensive coverage of various forms of logic, which is carefully explained so that the reader(s) will be able to deal with everyday syllogisms and their use and frequent misuse.
Syllogisms occur in everyday conversations, often without realisation by the speaker(s) and/or listener(s).
There are 5 main categories and many sub-categories, however many of the papers involve overlapping topics.
Many papers are short poetic nods/homage to a particular poem of a variety of famous poets and they are located in the mathematics and physics groupings mainly.
Aldington (Richard) A Dream in the Luxembourg
Basho (Matsuo) and other Japanese poets re
Tankas and Haikus
Burns (Robert) Epitaph for James Smith
Gershwin (Ira) The Saga of Jenny
Howitt (Mary) The Spider and the Fly
Keats (John) Ode to a Grecian Urn
Khayyam (Omar) The Rubaiyat
Kipling (Rudyard) Gunga Din
Paterson (Banjo) The Man from Snowy River
Poe (Edgar Allan) The Raven
Shakespeare (William) Sonnet 18
Wilde (Oscar) To Milton
────────────────────────────
One of the citations of special interest in this paper from Progress in PhysicsVolume 14 (2018 ) is No.11 by Robert Oros di Bartini
On the Nature and Values of the Gravitational and Cosmological Constants-Anatoly V. Belyakov
Stable particles of the Universe — protons and electrons — are in constant motion, (there is a background component of their velocity), which is the source of the vacuum energy, explains the non-Newtonian vacuum potential and the curvature of space and determines the values of the gravitational and cosmological constants. This follows from the balance of interactions between a free electron and a proton, provided that there are no electrical forces and external influences.
This is the Bartini World, a collection of papers by Robert Oros di Bartini, collected from his archive by A.N.Maslov in 2009.
This English translation was made by PROMT, which did not use optical character recognition (OCR), but effected its translation directly from the PDF file by using artificial intelligence and hence is prone to may errors, and , in addition, omitted all scanned documants and consequently is only 86 pages.
Robert Oros di Bartini - Soviet aircraft designer, theoretical physicist, philosopher.Articles on physics and philosophy.Compiled by A.N. Maslov, M., “Self-education”, 2009, 224 pp.
Collection of articles on theoretical physics, cosmology and philosophy of the prominent Soviet aircraft designer R. di Bartini. In his physical works,
R. di Bartini sketched the theory of 6-dimensional quantized space-time and proposed a method for reducing basic physical quantities to space-time ones.
di Bartini's philosophical works were aimed at substantiating his physical concepts. Most articles are published for the first time.
The book is addressed to physicists, mathematicians, historians of science and technology, cultural experts, and everyone who is interested in
self-education.
David Halprin [email protected]
This is the Bartini World, a collection of papers by Robert Oros di Bartini, collected from his archive by A.N.Maslov in 2009.
This Russian language version includes many photographs and scanned hand-written documents and is 224 pages.
Robert Oros di Bartini - Soviet aircraft designer, theoretical physicist, philosopher.Articles on physics and philosophy.Compiled by A.N. Maslov, M., “Self-education”, 2009, 224 pp.
Collection of articles on theoretical physics, cosmology and philosophy of the prominent Soviet aircraft designer R. di Bartini. In his physical works,
R. di Bartini sketched the theory of 6-dimensional quantized space-time and proposed a method for reducing basic physical quantities to space-time ones.
di Bartini's philosophical works were aimed at substantiating his physical concepts. Most articles are published for the first time.
The book is addressed to physicists, mathematicians, historians of science and technology, cultural experts, and everyone who is interested in
self-education.
David Halprin [email protected]
Due to the wide variety of data necessary to explain the enigmatic title to this paper, there are three abstracts, graded to prepare the reader(s) for what ensues.
One may compare two things, which are utterly dissimilar, yet there is some commonality.
With respect to two seemingly different paradigms, this paper encompasses the revelations arising from making a comparison, which, at first, reveals a point in common, then a coincidental second one, then the emergence of a pattern leading to the inevitable conclusion of isometricity.
ABSTRACT-1
When a physicist theoretician attempts to formulate a paradigm to explain the existents and processes that constitute the physical universe, the most common approach is to base it on observations made by humans and their instruments.
This often leads to conjectures/hypotheses that may seem unacceptable to the layman, so it is promulgated amongst the academic fraternity and may gain increasing acceptance if there are no cognitive dissonances.
However, occasionally there is a physicist, who makes a different approach, whereby a paradigm is formulated that is either
1) partly speculative
or even
2) purely speculative,
and thereby meets with resistance from academic colleagues.
e.g. Albert Einstein
However, when deductions are made therefrom, that are able to account for observations, and as long as there are no errors detected, then it is acceptable.
e.g.1) Einstein's theories are those that are partly speculative.
e.g.2) However Robert Oros di Bartini `rocked' academia with such speculation that most of his colleagues laughed at him and said outright that it was a joke, resulting from a dare. Nevertheless his superb reputation as an aircraft designer for decades garnered him tacit support to the extent that Bruno Pontecorvo at the behest of
S.S. Gershtein read an edited version to the Russian Akademy.
di Bartini was pleased in one sense, but at the same time would have preferred it not to have been edited.
di Bartini's approach was via Combinatorial Topology, (a precursor to Algebraic Topology), and then Topological algebra), whereby he was able to elucidate some relations between physical quantities, to both the amazement and consternation of the academic fraternity.
Maybe it would have faded away but for a very astute Radio Engineer, (D.S.Kontorov), who `extracted' the nub of di Bartini's methodology in that a system of generalised dimensions was an essential tool for di Bartini. David Solomonovich Kontorov was able to adapt an appropriate system of dimensions for his paper (see copy on Academia.edu)
A Method of Making Systematic Investigations
Part 2, Radio Engineering Volume 35 1981
So others from the academic world seized on that and realised how powerful a tool it was. Eventually a succession of papers appeared advancing that concept from algebraic topology culminating in "Eleven New Laws of Conservation Expanding Physics for Global Strategic Management and Strategic Development", which are adaptable to real life situations, outside the realm of physics.
viz. Viva-di-bartini
Macrothink Institute, Business Management and Strategy
------------------------------------------------------------------------
ABSTRACT-2
RELATIONS BETWEEN PHYSICAL CONSTANTS
(Translated from Doklady Akademii Nauk SSSR, Vol 163 No.4
pp 861/864 August 1965.)
INTRODUCTION
It is known that group-theoretical and topological methods may be used effectively in the explanation of physical problems. There are
well-known investigations about the discrete structural character of
space, and about the inter-connection between atomic and cosmological
values also.
However, the analytical connection between basic physical values has not been established, and these values have been determined
experimentally, as there is not such a theory, which can give a method for their theoretical determination.
In this work, a condensed exposition of the analytical connection between basic physical constants is given.
EXPLANATION
Much of di Bartini's paper makes use of a Generalised System of Dimensions, which is a novel approach. This concept so intrigued another Russian author (David Solomonovich Kontorov), that he adopted it in his paper on an entirely different subject with great success.
-----------------------------------------------------------------------------------------------------------------------------------------------------------------------
ABSTRACT-3
Over the millennia, there have been many paradigms explaining the physical universe both textually and mathematically, and for the most part, the mathematics has been founded/based on geometry and
trigonometry.
Cognitive differences have abounded, without resolution.
The Big Bang Theory and The Steady State theory, were the only two widely known contenders for the ultimate explanation of the truth and because of that, when the Steady State Theory was proven to be faulty, the Big bang was accepted universally throughout all academia, (in schools and universities, as well as astronomical societies etc.).
Notwithstanding the achievements of science with those assorted theories, their actual validity as being `quantum sufficit' was never proven.
Essentially we can get along quite well with the admixture of the assortment, knowing/believing full well that we cannot achieve a unified theory that encompasses them all.
e.g. Special Relativity, General Relativity and Quantum Theory cannot be merged into a Grand Unified Theory (GUT).
So although this paper does not purport to have the ultimate answer to the dilemma, it may go a long way towards that end.
This paper is based on the work of two independent scientists, who did neither know of the other's existence nor their publications,
however their theoretical researches, in essence, although presented in different mathematical languages (vernaculars), are identical.
A summary of their lives, background etc. follows:-
(Translated from Doklady Akademii Nauk SSSR, Vol 163 No.4
pp 861/864 August 1965. Omitted text from above translation was translated in Melbourne at the behest of, and cost to, David Halprin, taken from the original paper, in the book of the symposium on Gravitation.)
It is known that group-theoretical and topological methods may be used effectively in the explanation of physical problems. There are well-known investigations about the discrete structural character of the space, and about the inter-connection between atomic and cosmological values also.
However, the analytical connection between basic physical values has not been established, and these values have been determined experimentally, as there is not such a theory, which can give a method for their theoretical determination.
In this work, a condensed exposition of the analytical connection between basic physical constants is given.
Much of di Bartini's paper makes use of a Generalised System of Dimensions, which is a novel approach. This concept so intrigued another Russian author (David Solomonovich Kontorov), that he adopted it in his paper on an entirely different subject with great success.
When a physicist theoretician attempts to formulate a paradigm to explain the existents and processes that constitute the physical universe, the most common approach is to base it on observations made by humans and their instruments.
This often leads to conjectures/hypotheses that may seem unacceptable to the layman, so it is promulgated amongst the academic fraternity and may gain increasing acceptance if there are no cognitive dissonances.
However, occasionally there is a physicist, who makes a different approach, whereby a paradigm is formulated that is either
1) partly speculative or even
2) purely speculative,
and thereby meets with resistance from academic colleagues.
However, when deductions are made therefrom, that are able to account for observations, and as long as there are no errors detected, then it is acceptable.
e.g.1) Einstein's theories are those that are partly speculative.
e.g.2) However Robert Oros di Bartini `rocked' academia with such speculation that most of his colleagues laughed at him and said outright that it was a joke resulting from a dare. Nevertheless his superb reputation as an aircraft designer for decades garnered him tacit support to the extent that Bruno Pontecorvo at the behest of
S.S. Gershtein read an edited version to the Russian Akademy.
di Bartini was pleased in one sense, but at the same time would have preferred it not to have been edited.
di Bartini's approach was via Combinatorial Topology, (a precursor to Algebraic Topology), and it was able to elucidate some relations between physical quantities, to both the amazement and consternation of the academic fraternity.
Maybe it would have faded away but for a very astute Radio Engineer, who `extracted' the nub of di Bartini's methodology in that a system of generalised dimensions was an essential tool for di Bartini. David Solomonovich Kontorov was able to adapt an appropriate system of dimensions for his paper (see David Halprin's copy on Academia.edu)
A Method of Making Systematic Investigations
Part 2, Radio Engineering Volume 35 1981
So others from the academic world seized on that and realised how powerful a tool it was. Eventually a succession of papers appeared advancing that concept from algebraic topology culminating in "Eleven New Laws of Conservation Expanding Physics for Global Strategic Management and Strategic Development", which are adaptable to real life situations, outside the realm of physics.
viz. Viva-di-bartini
Macrothink Institute, Business Management and Strategy
ISSN 2157-6068 2020 Vol 11, No.1
REFERENCES
Viva Di Bartini: Eleven New Laws of Conservation
Expanding Physics for Global Strategic Management and Strategic Development.
Andrei G. Aleinikov (Corresponding author) [email protected]
David A. Smarsh [email protected]
International Academy of Genius
2231 Segundo Ct., Unit 2, Pleasanton, CA, 94588, USA
------------------------------------------------------------------------
This is a comprehensive coverage of various forms of logic, which is carefully explained so that the reader(s) will be able to deal with everyday syllogisms and their use and frequent misuse.
Syllogisms occur in everyday conversations, often without realisation by the speaker(s) and/or listener(s).
There are 5 main categories and many sub-categories, however many of the papers involve overlapping topics.
Many papers are short poetic nods/homage to a particular poem of a variety of famous poets and they are located in the mathematics and physics groupings mainly.
Aldington (Richard) A Dream in the Luxembourg
Basho (Matsuo) and other Japanese poets re
Tankas and Haikus
Burns (Robert) Epitaph for James Smith
Gershwin (Ira) The Saga of Jenny
Howitt (Mary) The Spider and the Fly
Keats (John) Ode to a Grecian Urn
Khayyam (Omar) The Rubaiyat
Kipling (Rudyard) Gunga Din
Paterson (Banjo) The Man from Snowy River
Poe (Edgar Allan) The Raven
Shakespeare (William) Sonnet 18
Wilde (Oscar) To Milton
────────────────────────────
One of the citations of special interest in this paper from Progress in PhysicsVolume 14 (2018 ) is No.11 by Robert Oros di Bartini
On the Nature and Values of the Gravitational and Cosmological Constants-Anatoly V. Belyakov
Stable particles of the Universe — protons and electrons — are in constant motion, (there is a background component of their velocity), which is the source of the vacuum energy, explains the non-Newtonian vacuum potential and the curvature of space and determines the values of the gravitational and cosmological constants. This follows from the balance of interactions between a free electron and a proton, provided that there are no electrical forces and external influences.
This is the Bartini World, a collection of papers by Robert Oros di Bartini, collected from his archive by A.N.Maslov in 2009.
This English translation was made by PROMT, which did not use optical character recognition (OCR), but effected its translation directly from the PDF file by using artificial intelligence and hence is prone to may errors, and , in addition, omitted all scanned documants and consequently is only 86 pages.
Robert Oros di Bartini - Soviet aircraft designer, theoretical physicist, philosopher.Articles on physics and philosophy.Compiled by A.N. Maslov, M., “Self-education”, 2009, 224 pp.
Collection of articles on theoretical physics, cosmology and philosophy of the prominent Soviet aircraft designer R. di Bartini. In his physical works,
R. di Bartini sketched the theory of 6-dimensional quantized space-time and proposed a method for reducing basic physical quantities to space-time ones.
di Bartini's philosophical works were aimed at substantiating his physical concepts. Most articles are published for the first time.
The book is addressed to physicists, mathematicians, historians of science and technology, cultural experts, and everyone who is interested in
self-education.
David Halprin [email protected]
This is the Bartini World, a collection of papers by Robert Oros di Bartini, collected from his archive by A.N.Maslov in 2009.
This Russian language version includes many photographs and scanned hand-written documents and is 224 pages.
Robert Oros di Bartini - Soviet aircraft designer, theoretical physicist, philosopher.Articles on physics and philosophy.Compiled by A.N. Maslov, M., “Self-education”, 2009, 224 pp.
Collection of articles on theoretical physics, cosmology and philosophy of the prominent Soviet aircraft designer R. di Bartini. In his physical works,
R. di Bartini sketched the theory of 6-dimensional quantized space-time and proposed a method for reducing basic physical quantities to space-time ones.
di Bartini's philosophical works were aimed at substantiating his physical concepts. Most articles are published for the first time.
The book is addressed to physicists, mathematicians, historians of science and technology, cultural experts, and everyone who is interested in
self-education.
David Halprin [email protected]
Due to the wide variety of data necessary to explain the enigmatic title to this paper, there are three abstracts, graded to prepare the reader(s) for what ensues.
One may compare two things, which are utterly dissimilar, yet there is some commonality.
With respect to two seemingly different paradigms, this paper encompasses the revelations arising from making a comparison, which, at first, reveals a point in common, then a coincidental second one, then the emergence of a pattern leading to the inevitable conclusion of isometricity.
ABSTRACT-1
When a physicist theoretician attempts to formulate a paradigm to explain the existents and processes that constitute the physical universe, the most common approach is to base it on observations made by humans and their instruments.
This often leads to conjectures/hypotheses that may seem unacceptable to the layman, so it is promulgated amongst the academic fraternity and may gain increasing acceptance if there are no cognitive dissonances.
However, occasionally there is a physicist, who makes a different approach, whereby a paradigm is formulated that is either
1) partly speculative
or even
2) purely speculative,
and thereby meets with resistance from academic colleagues.
e.g. Albert Einstein
However, when deductions are made therefrom, that are able to account for observations, and as long as there are no errors detected, then it is acceptable.
e.g.1) Einstein's theories are those that are partly speculative.
e.g.2) However Robert Oros di Bartini `rocked' academia with such speculation that most of his colleagues laughed at him and said outright that it was a joke, resulting from a dare. Nevertheless his superb reputation as an aircraft designer for decades garnered him tacit support to the extent that Bruno Pontecorvo at the behest of
S.S. Gershtein read an edited version to the Russian Akademy.
di Bartini was pleased in one sense, but at the same time would have preferred it not to have been edited.
di Bartini's approach was via Combinatorial Topology, (a precursor to Algebraic Topology), and then Topological algebra), whereby he was able to elucidate some relations between physical quantities, to both the amazement and consternation of the academic fraternity.
Maybe it would have faded away but for a very astute Radio Engineer, (D.S.Kontorov), who `extracted' the nub of di Bartini's methodology in that a system of generalised dimensions was an essential tool for di Bartini. David Solomonovich Kontorov was able to adapt an appropriate system of dimensions for his paper (see copy on Academia.edu)
A Method of Making Systematic Investigations
Part 2, Radio Engineering Volume 35 1981
So others from the academic world seized on that and realised how powerful a tool it was. Eventually a succession of papers appeared advancing that concept from algebraic topology culminating in "Eleven New Laws of Conservation Expanding Physics for Global Strategic Management and Strategic Development", which are adaptable to real life situations, outside the realm of physics.
viz. Viva-di-bartini
Macrothink Institute, Business Management and Strategy
------------------------------------------------------------------------
ABSTRACT-2
RELATIONS BETWEEN PHYSICAL CONSTANTS
(Translated from Doklady Akademii Nauk SSSR, Vol 163 No.4
pp 861/864 August 1965.)
INTRODUCTION
It is known that group-theoretical and topological methods may be used effectively in the explanation of physical problems. There are
well-known investigations about the discrete structural character of
space, and about the inter-connection between atomic and cosmological
values also.
However, the analytical connection between basic physical values has not been established, and these values have been determined
experimentally, as there is not such a theory, which can give a method for their theoretical determination.
In this work, a condensed exposition of the analytical connection between basic physical constants is given.
EXPLANATION
Much of di Bartini's paper makes use of a Generalised System of Dimensions, which is a novel approach. This concept so intrigued another Russian author (David Solomonovich Kontorov), that he adopted it in his paper on an entirely different subject with great success.
-----------------------------------------------------------------------------------------------------------------------------------------------------------------------
ABSTRACT-3
Over the millennia, there have been many paradigms explaining the physical universe both textually and mathematically, and for the most part, the mathematics has been founded/based on geometry and
trigonometry.
Cognitive differences have abounded, without resolution.
The Big Bang Theory and The Steady State theory, were the only two widely known contenders for the ultimate explanation of the truth and because of that, when the Steady State Theory was proven to be faulty, the Big bang was accepted universally throughout all academia, (in schools and universities, as well as astronomical societies etc.).
Notwithstanding the achievements of science with those assorted theories, their actual validity as being `quantum sufficit' was never proven.
Essentially we can get along quite well with the admixture of the assortment, knowing/believing full well that we cannot achieve a unified theory that encompasses them all.
e.g. Special Relativity, General Relativity and Quantum Theory cannot be merged into a Grand Unified Theory (GUT).
So although this paper does not purport to have the ultimate answer to the dilemma, it may go a long way towards that end.
This paper is based on the work of two independent scientists, who did neither know of the other's existence nor their publications,
however their theoretical researches, in essence, although presented in different mathematical languages (vernaculars), are identical.
A summary of their lives, background etc. follows:-
(Translated from Doklady Akademii Nauk SSSR, Vol 163 No.4
pp 861/864 August 1965. Omitted text from above translation was translated in Melbourne at the behest of, and cost to, David Halprin, taken from the original paper, in the book of the symposium on Gravitation.)
It is known that group-theoretical and topological methods may be used effectively in the explanation of physical problems. There are well-known investigations about the discrete structural character of the space, and about the inter-connection between atomic and cosmological values also.
However, the analytical connection between basic physical values has not been established, and these values have been determined experimentally, as there is not such a theory, which can give a method for their theoretical determination.
In this work, a condensed exposition of the analytical connection between basic physical constants is given.
Much of di Bartini's paper makes use of a Generalised System of Dimensions, which is a novel approach. This concept so intrigued another Russian author (David Solomonovich Kontorov), that he adopted it in his paper on an entirely different subject with great success.
When a physicist theoretician attempts to formulate a paradigm to explain the existents and processes that constitute the physical universe, the most common approach is to base it on observations made by humans and their instruments.
This often leads to conjectures/hypotheses that may seem unacceptable to the layman, so it is promulgated amongst the academic fraternity and may gain increasing acceptance if there are no cognitive dissonances.
However, occasionally there is a physicist, who makes a different approach, whereby a paradigm is formulated that is either
1) partly speculative or even
2) purely speculative,
and thereby meets with resistance from academic colleagues.
However, when deductions are made therefrom, that are able to account for observations, and as long as there are no errors detected, then it is acceptable.
e.g.1) Einstein's theories are those that are partly speculative.
e.g.2) However Robert Oros di Bartini `rocked' academia with such speculation that most of his colleagues laughed at him and said outright that it was a joke resulting from a dare. Nevertheless his superb reputation as an aircraft designer for decades garnered him tacit support to the extent that Bruno Pontecorvo at the behest of
S.S. Gershtein read an edited version to the Russian Akademy.
di Bartini was pleased in one sense, but at the same time would have preferred it not to have been edited.
di Bartini's approach was via Combinatorial Topology, (a precursor to Algebraic Topology), and it was able to elucidate some relations between physical quantities, to both the amazement and consternation of the academic fraternity.
Maybe it would have faded away but for a very astute Radio Engineer, who `extracted' the nub of di Bartini's methodology in that a system of generalised dimensions was an essential tool for di Bartini. David Solomonovich Kontorov was able to adapt an appropriate system of dimensions for his paper (see David Halprin's copy on Academia.edu)
A Method of Making Systematic Investigations
Part 2, Radio Engineering Volume 35 1981
So others from the academic world seized on that and realised how powerful a tool it was. Eventually a succession of papers appeared advancing that concept from algebraic topology culminating in "Eleven New Laws of Conservation Expanding Physics for Global Strategic Management and Strategic Development", which are adaptable to real life situations, outside the realm of physics.
viz. Viva-di-bartini
Macrothink Institute, Business Management and Strategy
ISSN 2157-6068 2020 Vol 11, No.1
REFERENCES
Viva Di Bartini: Eleven New Laws of Conservation
Expanding Physics for Global Strategic Management and Strategic Development.
Andrei G. Aleinikov (Corresponding author) [email protected]
David A. Smarsh [email protected]
International Academy of Genius
2231 Segundo Ct., Unit 2, Pleasanton, CA, 94588, USA
------------------------------------------------------------------------
This paper contains many interrelated sections, most of which are complete. Those, that are incomplete, are `works-in-progress' and their updated versions are intended for appearance ASAP, hopefully weekly. This premature publication is due to the recent news broadcast of research findings (the black hole Sagittarius A and dark matter) of the Nobel prize winners Roger Penrose, Reinhard Genzel and Andrea Ghez. Their areas of research are also covered in this draft paper, and each reader has the opportunity to make his/her own personal discernment and/or judgement of the conclusions thereof. ────────────────────────────────────