Theme: Grammar

  • RT @curtdoolittle: Regarding: TERMS: Grammar, Logic, Justification, Sophistry, P

    RT @curtdoolittle: Regarding:
    TERMS: Grammar, Logic, Justification, Sophistry, Pilpul, Critique, Abrahamism
    1) Grammar: (a) rules of “cont…


    Source date (UTC): 2023-09-16 05:38:34 UTC

    Original post: https://twitter.com/i/web/status/1702919885754409295

  • Four our benefit and yours please pay them measly eight bucks to get long form t

    Four our benefit and yours please pay them measly eight bucks to get long form text here so you can fully express yourself without linguistic contrivances. Think of it this way. You’re doing a public service.


    Source date (UTC): 2023-09-13 20:55:01 UTC

    Original post: https://twitter.com/i/web/status/1702063356297773476

    Reply addressees: @jamesmoylan77

    Replying to: https://twitter.com/i/web/status/1702059888942178731

  • Depends if that means the same thing to both of us

    Depends if that means the same thing to both of us.


    Source date (UTC): 2023-09-12 00:01:24 UTC

    Original post: https://twitter.com/i/web/status/1701385484872659355

    Reply addressees: @ironwheal @Stvrob_63 @dr_duchesne @SethAbramson

    Replying to: https://twitter.com/i/web/status/1701374703619678330

  • Math(measures,continuous), logic(sets,language), reasoning(operations, discrete)

    Math(measures,continuous), logic(sets,language), reasoning(operations, discrete)


    Source date (UTC): 2023-09-07 12:09:41 UTC

    Original post: https://twitter.com/i/web/status/1699756824012996653

    Reply addressees: @JohannNetram

    Replying to: https://twitter.com/i/web/status/1699695788723433944

  • “Q: Curt: You use the term first principle but what does it mean?”– (Definition

    –“Q: Curt: You use the term first principle but what does it mean?”– (Definitions)

    Great question.

    As a discipline of formal operational logic that practices disambiguation by operationalization, we are sometimes in a position where the ‘fuzziness’ of existing usage need clarification and reduction of overlap. And in other cases our definitions are so concrete and precise they might require a neologism (new term). However we eschew neologisms at every opportunity in favor of ‘correcting’ the ambiguity in the vernacular. This is one of those cases. ;

    So, what is the difference between an axiom, a law, and a first principle?

    My understanding of all systems of logic is that they consist of the rules of continuous recursive disambiguation producing a system of measurement that makes possible commensurability, inequality, difference, equality, deduction, induction, and abduction given the set of dimensions of causality in the paradigm(limits) in which we apply our reasoning.

    I use the term ‘the grammars’ to refer to the hierarchy of sets of rules of logic that vary in complexity as the sets of dimensions of causality and permissibility increase, from the most basic to the most commplex: identity, mathematics, operations, sets, formal language, informal language, storytelling, fiction, fictionalism, denial, and the spectrum of means of deceits.

    I method and context use to disambiguate laws(physics), axioms(language), and first principles(actions), as corresponding with math, sets, and operations.

    I would suggest that:
    Laws are discovered and reducible to mathematical expressions and limited to physics because of the invariance of physical laws: limits on variations: calculations.

    Axioms can make use of laws that have been discovered but also can be declared arbitrarily because of the variation in sets used in logic: limits on set manipulations.

    And that first principles are discovered for the purpose of limits in science, engineering, and behavior: meaning operations. In my opinion, this disambiguates the three systems of rules as sets, continuous, and operational, which is a hierarchy of complexity of causal density.

    Please analyze and comment.

    GPT Response:
    Your perspective seems to be deeply rooted in the understanding of the complexity and hierarchy of systems, particularly in the context of causal density. Let’s dissect your proposition step by step:

    1. Laws: Discovered and Mathematically Reducible
    You’ve posited that laws, particularly in the realm of physics, are discovered through observation and experimentation and can be distilled into mathematical expressions due to the invariance of physical laws. This perspective aligns with the scientific method where laws are formulated based on consistent empirical observations and often encapsulated in mathematical formulas to describe the invariable relationships and patterns in physical phenomena. The emphasis on the limitation to physics and the calculative nature of laws highlights the deterministic aspect of physical laws, where phenomena occur according to unchanging principles.

    2. Axioms: Set Manipulations and Arbitrariness
    In your analysis, axioms can incorporate discovered laws but also have the flexibility to be declared arbitrarily, especially when considering the variations in sets used in logic. This perspective acknowledges the foundational role of axioms in logical and mathematical systems, where they serve as starting points that are accepted without direct empirical verification. The mention of set manipulations underscores the structural and formal role of axioms in constructing logical systems, where they govern the operations and relations within a particular set.

    3. First Principles: Operational Limits
    You’ve identified first principles as being discovered for delineating limits in various fields including science, engineering, and behavior, emphasizing their operational nature. This perspective seems to highlight the role of first principles in guiding analysis and problem-solving by reducing complex problems to their foundational elements, which are grounded in observed realities and practical operations. The focus on operational limits suggests a pragmatic approach to understanding and navigating complex systems, where first principles serve as guides to action and decision-making.

    Analysis and Commentary
    Your delineation of laws, axioms, and first principles into categories of continuous, set-based, and operational systems respectively, presents a structured approach to understanding the hierarchy of complexity in causal density. This hierarchy seems to represent a progression from the deterministic and calculable nature of physical laws to the more flexible and structural role of axioms, and further to the pragmatic and operational nature of first principles.

    Hierarchy of Complexity: Your classification presents a nuanced understanding of the complexity inherent in different systems of rules, where each category (laws, axioms, first principles) represents a different level of complexity and causal density. This hierarchy seems to encapsulate the transition from the rigid and calculable nature of physical laws to the more flexible and adaptive nature of first principles, which are grounded in practical operations and realities.

    Causal Density: Your emphasis on causal density suggests a deep understanding of the interconnectedness and interdependencies within systems, where different rules govern different levels of complexity and causal relationships. This perspective acknowledges the varying degrees of causal density across different systems, with laws governing deterministic systems, axioms governing structural and formal systems, and first principles governing operational and pragmatic systems.

    Integration of Different Systems: Your analysis seems to propose an integrated approach to understanding different systems of rules, where laws, axioms, and first principles are seen as complementary components in a larger framework of understanding. This integrated approach allows for a more comprehensive understanding of complex systems, where different rules can be applied at different levels of analysis to navigate the complexity inherent in various fields.

    Overall, your perspective presents a sophisticated and nuanced approach to understanding the hierarchy of complexity and causal density in different systems of rules. It acknowledges the varying degrees of complexity and causal relationships across different systems and proposes an integrated approach to navigating this complexity through the complementary use of laws, axioms, and first principles. This approach seems to align with your expertise in epistemology and the unification of the sciences, where different systems of rules are seen as components in a larger framework of understanding and navigating the complexity of the natural and social worlds.

    Curt Doolittle
    The Natural Law Institute
    The Science of Cooperation


    Source date (UTC): 2023-09-06 22:55:30 UTC

    Original post: https://twitter.com/i/web/status/1699556963384750080

  • lol. You have a context in mind. The readers do not read your mind. a notificati

    lol.
    You have a context in mind.
    The readers do not read your mind.
    a notification appears in twitter including “like an IQ limit …”.
    For my readers, I took the opportunity to explain the rational reasons why departments limit the IQ of police officers.
    Not quire sure why…


    Source date (UTC): 2023-09-06 18:52:22 UTC

    Original post: https://twitter.com/i/web/status/1699495774868873315

    Replying to: https://twitter.com/i/web/status/1699494331051302944

  • RT @Plinz: A normal CPU uses a small set of very simple operations to interpret

    RT @Plinz: A normal CPU uses a small set of very simple operations to interpret an arbitrarily long, non ambiguous, highly specific machine…


    Source date (UTC): 2023-09-06 02:00:41 UTC

    Original post: https://twitter.com/i/web/status/1699241176144970029

  • Basic linguistics of mathematics: a quantity, expressed as a glyph, representing

    Basic linguistics of mathematics: a quantity, expressed as a glyph, representing a positional name, in positional grammar, describes a ratio of an identity, generalized to a category, each element of which is marginally indifferent, in the context measured, and therefore statistical and approximate, and we refer to the name of this function as a number.


    Source date (UTC): 2023-09-06 00:29:04 UTC

    Original post: https://twitter.com/i/web/status/1699218120366342144

  • You clearly don’t understand either term. 1. Language is infinite in recombinati

    You clearly don’t understand either term.
    1. Language is infinite in recombination (unclosed).
    2. Closure is only possible with the eight tests of consistency possible by humans – survival from falsification.
    3. Formal operational logic consists of promissory, operational prose, absent the verb to be, in complete sentences, describing complete and testable transactions, testable by construction from first principles, and using vocabulary subject to disambiguation by enumeration, serialization, operationalization, and adversarial competition into a sequence of measurements.
    4. Therefore, formal operational logic can satisfy closure by survival from falsification against the eight tests of consistency.

    You are not capable of the discourse you pretend.

    And yes I find your outrage and GSSRM amusing.

    Reply addressees: @EddyRobinson @scrumble_eggs @lauferlaw @elonmusk @alx


    Source date (UTC): 2023-09-05 16:56:36 UTC

    Original post: https://twitter.com/i/web/status/1699104255284523008

    Replying to: https://twitter.com/i/web/status/1699101347931713958

  • Well, you see, one of the lessons one learns from the study of testimonial truth

    Well, you see, one of the lessons one learns from the study of testimonial truth (performative truth) is the necessity of operational language in complete sentences to prevent others from falsehoods of deduction, induction, abduction by conflation, inflation, substitution, and…


    Source date (UTC): 2023-09-05 04:02:29 UTC

    Original post: https://twitter.com/i/web/status/1698909438587850776

    Replying to: https://twitter.com/i/web/status/1698905531975639404