- Apr 2024
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inst-fs-iad-prod.inscloudgate.net inst-fs-iad-prod.inscloudgate.net
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It occursat many levels of animal life
for -: zombies - David Chalmers - UTOK - Unifed Theory of Knowledge - Gregg Henriques
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- As David Chalmer observes with the philosophical idea of "zombies", strictly speaking, we impute the existence of other consciousnesses, including other human consciousnesses
- This construction of the "other consciousness" begins at birth with the socialization of the neonate and infant from its mother and father.
- To claim that other species display consciousness is an imputation.and based upon external signs, not internal experience.
- See Gregg Henrique's Unified Theory of Knowledge (TOK) to understand how this statement reflects a mixing up of different types of consciousness
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www.unifiedtheoryofknowledge.org www.unifiedtheoryofknowledge.org
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for - enlightenment 2.0 - Gregg Henriques - UTOK - Unified Theory of Knowledge
summary - Gregg attempts to unify philosophy, psychology and neuroscience into one explanatory model he calls the "Unified Theory of Knowledge"
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- Sep 2023
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docdrop.org docdrop.org
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according to Husserl, Galileo was the one who performed the trick. Who suddenly was hiding the origin of knowledge.
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for: quote, quote - Galileo, quote - hiding the origin of knowledge, physical theory - hiding origin of knowledge
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quote
- According to Husserl, Galileo was the one who performed the trick. Who suddenly was hiding the origin of knowledge.
- author: Michel Bitbol
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www.ncbi.nlm.nih.gov www.ncbi.nlm.nih.gov
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Recent work has revealed several new and significant aspects of the dynamics of theory change. First, statistical information, information about the probabilistic contingencies between events, plays a particularly important role in theory-formation both in science and in childhood. In the last fifteen years we’ve discovered the power of early statistical learning.
The data of the past is congruent with the current psychological trends that face the education system of today. Developmentalists have charted how children construct and revise intuitive theories. In turn, a variety of theories have developed because of the greater use of statistical information that supports probabilistic contingencies that help to better inform us of causal models and their distinctive cognitive functions. These studies investigate the physical, psychological, and social domains. In the case of intuitive psychology, or "theory of mind," developmentalism has traced a progression from an early understanding of emotion and action to an understanding of intentions and simple aspects of perception, to an understanding of knowledge vs. ignorance, and finally to a representational and then an interpretive theory of mind.
The mechanisms by which life evolved—from chemical beginnings to cognizing human beings—are central to understanding the psychological basis of learning. We are the product of an evolutionary process and it is the mechanisms inherent in this process that offer the most probable explanations to how we think and learn.
Bada, & Olusegun, S. (2015). Constructivism Learning Theory : A Paradigm for Teaching and Learning.
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- Aug 2022
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While Heyde outlines using keywords/subject headings and dates on the bottom of cards with multiple copies using carbon paper, we're left with the question of where Luhmann pulled his particular non-topical ordering as well as his numbering scheme.
While it's highly likely that Luhmann would have been familiar with the German practice of Aktenzeichen ("file numbers") and may have gotten some interesting ideas about organization from the closing sections of the "Die Kartei" section 1.2 of the book, which discusses library organization and the Dewey Decimal system, we're still left with the bigger question of organization.
It's obvious that Luhmann didn't follow the heavy use of subject headings nor the advice about multiple copies of cards in various portions of an alphabetical index.
While the Dewey Decimal System set up described is indicative of some of the numbering practices, it doesn't get us the entirety of his numbering system and practice.
One need only take a look at the Inhalt (table of contents) of Heyde's book! The outline portion of the contents displays a very traditional branching tree structure of ideas. Further, the outline is very specifically and similarly numbered to that of Luhmann's zettelkasten. This structure and numbering system is highly suggestive of branching ideas where each branch builds on the ideas immediately above it or on the ideas at the next section above that level.
Just as one can add an infinite number of books into the Dewey Decimal system in a way that similar ideas are relatively close together to provide serendipity for both search and idea development, one can continue adding ideas to this branching structure so they're near their colleagues.
Thus it's highly possible that the confluence of descriptions with the book and the outline of the table of contents itself suggested a better method of note keeping to Luhmann. Doing this solves the issue of needing to create multiple copies of note cards as well as trying to find cards in various places throughout the overall collection, not to mention slimming down the collection immensely. Searching for and finding a place to put new cards ensures not only that one places one's ideas into a growing logical structure, but it also ensures that one doesn't duplicate information that may already exist within one's over-arching outline. From an indexing perspective, it also solves the problem of cross referencing information along the axes of the source author, source title, and a large variety of potential subject headings.
And of course if we add even a soupcon of domain expertise in systems theory to the mix...
While thinking about Aktenzeichen, keep in mind that it was used in German public administration since at least 1934, only a few years following Heyde's first edition, but would have been more heavily used by the late 1940's when Luhmann would have begun his law studies.
https://hypothes.is/a/CqGhGvchEey6heekrEJ9WA
When thinking about taking notes for creating output, one can follow one thought with another logically both within one's card index not only to write an actual paper, but the collection and development happens the same way one is filling in an invisible outline which builds itself over time.
Linking different ideas to other ideas separate from one chain of thought also provides the ability to create multiple of these invisible, but organically growing outlines.
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- Mar 2022
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This hierarchical system ensures accuracy, rigour and competencyof information.
Hierarchical systems of knowledge in Indigenous cultures helps to ensure rigor, competency, and most importantly accuracy of knowledge passed down from generation to generation.
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- May 2020
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secrecyresearch.com secrecyresearch.com
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Beyer-Hunt, S., Carter, J., Goh, A., Li, N., & Natamanya, S.M. (2020, May 14) COVID-19 and the Politics of Knowledge: An Issue and Media Source Primer. SPIN. https://secrecyresearch.com/2020/05/14/covid19-spin-primer/
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- Mar 2020
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epress.library.okstate.edu epress.library.okstate.edu
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Research in Educational Technology
This textbook, published by the Oklahoma State University Library ePress, contains a chapter which summarizes the main views of knowledge in educational technology research, including postpositivism, constructivism, advocacy, and pragmatism, as well as each view's research traditions. The chapter suggests an approach to evaluating research articles through the lenses of a consistent learning theory coupled, methodologies that support that learning theory, and the conclusions that are drawn by the researchers supported through their methodologies. This chapter would help educators evaluate how and why they might include technology into their course curriculum. Rating: 7/10
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- Mar 2019
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plato.stanford.edu plato.stanford.edu
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such as scope, simplicity, fruitfulness, accuracy
Theories can be measured according to multiple metrics. The current default appears to be predictive accuracy, but this lists others, such as scope. If theory A predicts better but narrower and theory B predicts worse (in A's domain) but much more broadly, which is a better theory?
Others might be related to simplicity and whatnot. For example, if a theory is numerical but not explanatory (such as scaling laws or the results of statistical fitting) this theory might be useful but not satisfying.
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