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Stevens, Christopher Portosa
- Ranking Forces of Nature by their Capacity to Generate Branching Patterns and its Relevance to the Sciences
Authors
1 Department of Academic Affairs, University of Virginia, Charlottesville, USA., US
Source
Journal of Physics & Astronomy, Vol 11, No 2 (2023), Pagination: 01-08Abstract
I seek to investigate and show that it is possible to rank forces of nature by their capacity to generate branching patterns, and I seek to show the relevance of ranking forces of nature for the biological sciences, the physical sciences, and also computer science.Keywords
Forces of Physics, Branching Patterns, Cloning, Evolutionary Computing.References
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- Physicalist Theories as Science and Physicalist Theories as Philosophy
Authors
1 Department of Academic Affairs, University of Virginia, Charlottesville, USA., US
Source
Journal of Physics & Astronomy, Vol 11, No 3 (2023), Pagination: 01-10Abstract
Physicists and philosophers sometimes claim that all of the phenomena of the universe, as in “theories of everything,” are or should be explainable in terms of the elementary constituents of matter or elementary particles; I seek to show that physicalist theories that attempt to reduce “higher order” phenomena in chemistry, bio-chemistry, biology, and the neuroscience of mind, brain, and consciousness to explanations involving elementary particles are either untestable or not empirically valid; moreover, I seek to show that there are successful cases of reduction in science, such as in chemistry, bio-chemistry, neuroscience, and evolutionary biology including Darwinism, that do not necessarily involve or imply “physicalism” or the tenets of physicalist theories; I also seek to show that physicalist theories undermine and do not address the empirical and theoretical content of successful discoveries and theories at different levels of reality, and within and across different branches of science.Keywords
Elementary Particles, Penrose, Roger, Reductionism, Neuroscience, Written Languages, Moore’s Law, Graphical User Interfaces.References
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- Portosa Stevens, C. Three Dimensional Venn diagram as an Explanation of Two Kinds of Generality in Science, Invention, & Engineering. 2021.
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- Technological Growth as Exponential Growth, Democratic Theory as Cultural Diffusion, and Scientific Growth as Cumulation, Diffusion, and Innovation
Authors
1 Department of Academic Affairs, University of Virginia, Charlottesville, US
Source
Journal of Physics & Astronomy, Vol 11, No 4 (2023), Pagination: 1-14Abstract
I seek to evaluate popular claims that science and technology grow exponentially in democratic and non-democratic societies: This includes the capacity for science to grow exponentially and related questions of how to distinguish scientific growth from technological growth, including “Moore’s Law.” This paper seeks to place patterns of societal evolution in relation to each other, including scientific growth, technological growth, and how cultural diffusion and access to symbolic systems and media (access to Japanese or Chinese scripts, or Latin, Greek, or Arabic scripts, or GUIs) contribute to scientific growth and technological growth in democratic and non-democratic societies.
The paper includes a series of provocative thought experiments that seek to show that established knowledge of physics or other branches of science do not double every fifteen years to twenty years, or 20 years to 25 years, or at some other exponential rate of growth. I seek to show that the established knowledge of textbook physics, including the classical mechanics of Galileo and Newton, does not double every fifteen years to twenty years, and that, more generally, the established knowledge of different branches of science, including discoveries or sets of ideas that are considered revolutionary in nature, from Mendeleev’s Periodic Table, to Mendel’s Theory of the Particulate Nature of Genetic Inheritance, to Watson and Crick’s discovery of the double-helical structure of the DNA, does not double every fifteen years to twenty years.
Keywords
Exponential Growth, Moore's Law, Technology, Science, Culture, Democratic Societies, Non-Democratic Societies.References
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- Three-Dimensional Venn Diagram as an Explanation of Two Kinds of Generality in Science, Invention, & Engineering
Authors
1 Dept. of Academic Affairs, University of Virginia Charlottesville VA 22904, US
Source
Journal of Physics & Astronomy, Vol 11, No 6 (2023), Pagination: 1-6Abstract
This paper describes a Venn Diagram with three dimensions, “Predictability,” “Generality,” and “Technological Growth”: this Venn Diagram is used to explain two kinds of generality in science, invention, and engineering instead of one kind: there is an additional kind of generality related to technological productivity and technological growth, like the technological growth related to the work of Alan Turing, Nicholas Metropolis, or Claude Shannon, in addition to generality related to the generality of predictions of some subject matter, like Ptolemy's predictive astronomy, or Copernicus' predictive astronomy, or Galileo's classical mechanics. The paper includes a provocative thought experiment on the nature of technology and biotechnology: Vico and Marx likely viewed the vast array of functional and adaptive capacities of plant and animal life as considerably greater than the technologies and inventions of human labor; in the 19th century biological adaptations of organisms, or what Vico and Marx called “natural technologies,” were unquestionably far greater than the technological adaptations of human labor and inventiveness; however, given the nature of technological growth, it may be possible for the vast array of human inventions to eclipse the number and diversity of “inventions” or functional and adaptive properties distributed across plant and animal life.Keywords
Venn Diagrams; Generality; Predictability; Technological growth; Adaptation; Exponential growthReferences
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