Theme: Measurement

  • Sketch on Obverse/Inverse and Positive/Negative as Context/Rule

    (sketch)
    [I] have been working on this idea, and I finally gotten close to expressing it tangibly as measurement.  The examples I give are the golden(positive) vs the silver rule(negative),  property(positive) vs property rights(negative).  And I want to construct a general rule for requiring both positive(contextual precision) and negative(general rule).  Because I feel its necessary to unify the sciences, philosophy morality and law in order to eliminate ‘escape routes’ by various forms of verbalism, that man will try to employ as a means of circumventing the moral constraint of truth-speaking.

    Differences 
    ———-
    IDENTICAL: indistinguishable from one another.
    FUNGIBLE: each unit of a commodity is replaceable other units of the same commodity.
    SUBSTITUTABLE: performs the same utility in the context of a given purpose.

    MARGINALLY INDIFFERENT: insufficiently different to cause a change in state.
    MARGINALLY DIFFERENT: sufficiently different to cause a change in state.
    COMMENSURABLE: measurable by the same standard.
    INCOMMENSURABLE: having no common standard of measurement.

    Propositions
    —————–
    DECIDABLE: A decision can be made without the addition of external information.
    CALCULABLE: An operation can be performed without the addition of external information.
    DEDUCIBLE: A prediction can be made without the need for external information.
    OPERATIONAL: a conclusion can be reached by a series of existentially possible operations.
    STRICTLY OPERATIONAL : the theory is constructible (i)using existentially possible operations, (ii)does not include use of analogy, (iii)does not require inference (deduction), and (iv) survives all argumentative falsification. 
    ORIGINAL INTENTION (CONTEXT / ARBITRARY PRECISION) : in interpreting a text, a court should determine what the authors of the text were trying to achieve, and to give effect to what they intended the statute to accomplish, the actual text of the legislation notwithstanding.

    TEXTUAL / NARROW/ TRUE (Conservative – normative and legislative) vs ALLEGORICAL / WIDE / MEANING(judicial) interpretation.
    In textual/Narrow/True (conservative) legal interpretation, a law is analogous to an operational recipe and changes to the recipe must be enacted by the legislature. In Allegorical / Wide / Meaning (Progressive) interpretation, the judges can invent law if they can justify the extension of the principle of the law into new areas of application not considered by it’s authors. In practice conservative TRUTH and progressive MEANING place the construction of law into the hands of the judiciary rather than the hands of the legislature and people.

    HOLMES’ LIE
    ——————
    The life of the law may have been experience but that is not license for judges to write law at will – it is an admission of the failure of legal theorists to develop propertarianism, and to separate the resolution of disputes according to the law, from the development of contracts (legislative law) on behalf of the citizenry. The separation of functions of government is necessary for the defense of the people against tyranny. Holmes justified tyranny with his deceptive use of rationalism.

    Propertarianism
    ———————
    See Wiki (or legal dictionary) Textualism (the law is only what is written in the text), Originalism(the text must be interpreted as the authors intended it) and Strict Constructionism ( which is weak textualism and is not practiced ).

    In Propertarianism, have attempted to prevent deceptions by requiring law be written to include its precision – original intention – as a preamble for any prohibition, thus requiring both the obverse and inverse propositions, such that when conditions fail (precision is exceeded) then we must revert to strict operationalism to construct new law.

    In history, judges ‘discovered’ law, and asked the people (the legislature) to approve it. This constraint – the request for legislative approval – extends the period of resolution of disputes. (Which I address elsewhere.) But under Propertarian Property rights, it should be possible to construct new precision from first principles – or not. If not, then it is not a matter of law, but a matter of contract. If it is a matter of contractual exchange, then it is a legislative matter, not one for the courts to decide.

    Purpose 
    ———–
    The American constitution was an innovative experiment that nearly achieved law in logical form. However, the problem of contextual precision that we came to understand in the twentieth century was not known at the time.

    The purpose of the law is to (negative or inverse) identify and prohibit involuntary operations, and to (positive or obverse) identify and codify voluntary operations.

    Obverse statements determine precision (conditions), that operational analysis can later demonstrate conditions to have exceeded. Such extensions then require new law (new conditions) constructed as Obverse (positive) statements.

    (Much more … but too much of a headache)

  • Sketch on Obverse/Inverse and Positive/Negative as Context/Rule

    (sketch)
    [I] have been working on this idea, and I finally gotten close to expressing it tangibly as measurement.  The examples I give are the golden(positive) vs the silver rule(negative),  property(positive) vs property rights(negative).  And I want to construct a general rule for requiring both positive(contextual precision) and negative(general rule).  Because I feel its necessary to unify the sciences, philosophy morality and law in order to eliminate ‘escape routes’ by various forms of verbalism, that man will try to employ as a means of circumventing the moral constraint of truth-speaking.

    Differences 
    ———-
    IDENTICAL: indistinguishable from one another.
    FUNGIBLE: each unit of a commodity is replaceable other units of the same commodity.
    SUBSTITUTABLE: performs the same utility in the context of a given purpose.

    MARGINALLY INDIFFERENT: insufficiently different to cause a change in state.
    MARGINALLY DIFFERENT: sufficiently different to cause a change in state.
    COMMENSURABLE: measurable by the same standard.
    INCOMMENSURABLE: having no common standard of measurement.

    Propositions
    —————–
    DECIDABLE: A decision can be made without the addition of external information.
    CALCULABLE: An operation can be performed without the addition of external information.
    DEDUCIBLE: A prediction can be made without the need for external information.
    OPERATIONAL: a conclusion can be reached by a series of existentially possible operations.
    STRICTLY OPERATIONAL : the theory is constructible (i)using existentially possible operations, (ii)does not include use of analogy, (iii)does not require inference (deduction), and (iv) survives all argumentative falsification. 
    ORIGINAL INTENTION (CONTEXT / ARBITRARY PRECISION) : in interpreting a text, a court should determine what the authors of the text were trying to achieve, and to give effect to what they intended the statute to accomplish, the actual text of the legislation notwithstanding.

    TEXTUAL / NARROW/ TRUE (Conservative – normative and legislative) vs ALLEGORICAL / WIDE / MEANING(judicial) interpretation.
    In textual/Narrow/True (conservative) legal interpretation, a law is analogous to an operational recipe and changes to the recipe must be enacted by the legislature. In Allegorical / Wide / Meaning (Progressive) interpretation, the judges can invent law if they can justify the extension of the principle of the law into new areas of application not considered by it’s authors. In practice conservative TRUTH and progressive MEANING place the construction of law into the hands of the judiciary rather than the hands of the legislature and people.

    HOLMES’ LIE
    ——————
    The life of the law may have been experience but that is not license for judges to write law at will – it is an admission of the failure of legal theorists to develop propertarianism, and to separate the resolution of disputes according to the law, from the development of contracts (legislative law) on behalf of the citizenry. The separation of functions of government is necessary for the defense of the people against tyranny. Holmes justified tyranny with his deceptive use of rationalism.

    Propertarianism
    ———————
    See Wiki (or legal dictionary) Textualism (the law is only what is written in the text), Originalism(the text must be interpreted as the authors intended it) and Strict Constructionism ( which is weak textualism and is not practiced ).

    In Propertarianism, have attempted to prevent deceptions by requiring law be written to include its precision – original intention – as a preamble for any prohibition, thus requiring both the obverse and inverse propositions, such that when conditions fail (precision is exceeded) then we must revert to strict operationalism to construct new law.

    In history, judges ‘discovered’ law, and asked the people (the legislature) to approve it. This constraint – the request for legislative approval – extends the period of resolution of disputes. (Which I address elsewhere.) But under Propertarian Property rights, it should be possible to construct new precision from first principles – or not. If not, then it is not a matter of law, but a matter of contract. If it is a matter of contractual exchange, then it is a legislative matter, not one for the courts to decide.

    Purpose 
    ———–
    The American constitution was an innovative experiment that nearly achieved law in logical form. However, the problem of contextual precision that we came to understand in the twentieth century was not known at the time.

    The purpose of the law is to (negative or inverse) identify and prohibit involuntary operations, and to (positive or obverse) identify and codify voluntary operations.

    Obverse statements determine precision (conditions), that operational analysis can later demonstrate conditions to have exceeded. Such extensions then require new law (new conditions) constructed as Obverse (positive) statements.

    (Much more … but too much of a headache)

  • I have been working on this idea, and I finally gotten close to expressing it ta

    I have been working on this idea, and I finally gotten close to expressing it tangibly as measurement. The examples I give are the golden(positive) vs the silver rule(negative), property(positive) vs property rights(negative). And I want to construct a general rule for requiring both positive(contextual precision) and negative(general rule). Because I feel its necessary to unify the sciences, philosophy morality and law in order to eliminate ‘escape routes’ by various forms of verbalism, that man will try to employ as a means of circumventing the moral constraint of truth-speaking.


    Source date (UTC): 2014-12-04 01:58:00 UTC

  • SKETCH (massive headache so gotta stop for today – but might be interesting to s

    SKETCH

    (massive headache so gotta stop for today – but might be interesting to some)

    Differences

    ———-

    IDENTICAL: indistinguishable from one another.

    FUNGIBLE: each unit of a commodity is replaceable other units of the same commodity.

    SUBSTITUTABLE: performs the same utility in the context of a given purpose.

    MARGINALLY INDIFFERENT: insufficiently different to cause a change in state.

    MARGINALLY DIFFERENT: sufficiently different to cause a change in state.

    COMMENSURABLE: measurable by the same standard.

    INCOMMENSURABLE: having no common standard of measurement.

    Propositions

    —————–

    DECIDABLE: A decision can be made without the addition of external information.

    CALCULABLE: An operation can be performed without the addition of external information.

    DEDUCIBLE: A prediction can be made without the need for external information.

    OPERATIONAL: a conclusion can be reached by a series of existentially possible operations.

    STRICTLY OPERATIONAL : the theory is constructible (i)using existentially possible operations, (ii)does not include use of analogy, (iii)does not require inference (deduction), and (iv) survives all argumentative falsification.

    ORIGINAL INTENTION (CONTEXT / ARBITRARY PRECISION) : in interpreting a text, a court should determine what the authors of the text were trying to achieve, and to give effect to what they intended the statute to accomplish, the actual text of the legislation notwithstanding.

    TEXTUAL / NARROW/ TRUE (Conservative – normative and legislative) vs ALLEGORICAL / WIDE / MEANING(judicial) interpretation.

    In textual/Narrow/True (conservative) legal interpretation, a law is analogous to an operational recipe and changes to the recipe must be enacted by the legislature. In Allegorical / Wide / Meaning (Progressive) interpretation, the judges can invent law if they can justify the extension of the principle of the law into new areas of application not considered by it’s authors. In practice conservative TRUTH and progressive MEANING place the construction of law into the hands of the judiciary rather than the hands of the legislature and people.

    HOLMES’ LIE

    ——————

    The life of the law may have been experience but that is not license for judges to write law at will – it is an admission of the failure of legal theorists to develop propertarianism, and to separate the resolution of disputes according to the law, from the development of contracts (legislative law) on behalf of the citizenry. The separation of functions of government is necessary for the defense of the people against tyranny. Holmes justified tyranny with his deceptive use of rationalism.

    Propertarianism

    ———————

    See Wiki (or legal dictionary) Textualism (the law is only what is written in the text), Originalism(the text must be interpreted as the authors intended it) and Strict Constructionism ( which is weak textualism and is not practiced ).

    In Propertarianism, have attempted to prevent deceptions by requiring law be written to include its precision – original intention – as a preamble for any prohibition, thus requiring both the obverse and inverse propositions, such that when conditions fail (precision is exceeded) then we must revert to strict operationalism to construct new law.

    In history, judges ‘discovered’ law, and asked the people (the legislature) to approve it. This constraint – the request for legislative approval – extends the period of resolution of disputes. (Which I address elsewhere.) But under Propertarian Property rights, it should be possible to construct new precision from first principles – or not. If not, then it is not a matter of law, but a matter of contract. If it is a matter of contractual exchange, then it is a legislative matter, not one for the courts to decide.

    Purpose

    ———–

    The American constitution was an innovative experiment that nearly achieved law in logical form. However, the problem of contextual precision that we came to understand in the twentieth century was not known at the time.

    The purpose of the law is to (negative or inverse) identify and prohibit involuntary operations, and to (positive or obverse) identify and codify voluntary operations.

    Obverse statements determine precision (conditions), that operational analysis can later demonstrate conditions to have exceeded. Such extensions then require new law (new conditions) constructed as Obverse (positive) statements.

    (Much more … but too much of a headache)


    Source date (UTC): 2014-12-03 05:03:00 UTC

  • THREE INSTRUMENTS (worth repeating) We construct three forms of instruments. 1-

    THREE INSTRUMENTS

    (worth repeating)

    We construct three forms of instruments.

    1- Physical Instrumentation (the instruments)

    2- Logical Instrumentation (the logics and methods)

    3- Social Instrumentation (institutional)

    And of three, the third is most important, since it is the hardest to develop and control, because the incentives of individuals are contrary to the production of instrumental measurements.


    Source date (UTC): 2014-11-25 16:24:00 UTC

  • Words are analogous to functions that produce experiences, not actions in realit

    Words are analogous to functions that produce experiences, not actions in reality.

    What is the difference between words and deeds?

    Well, when we are talking about the imperceptible, one thing – analogies.

    But if we are talking bout the perceptible and actionable, something else.

    You can act. You can understand the actions of others.

    You can only analogistically empathize with the material universe – especially at small or large scale: beyond human scale.


    Source date (UTC): 2014-11-25 11:29:00 UTC

  • In math the difference between exploration (theorizing) by operations, and proof

    In math the difference between exploration (theorizing) by operations, and proof, is narrow. But in argument the difference between exploration using operations on meaning (models) which we call ‘reason’, and operations in reality (those that are existentially possible) ‘actions’, can diverge greatly. For the same reasons that mathematicians call functions numbers – aggregates of operations are easier to work with than many discreet operations….


    Source date (UTC): 2014-11-22 06:43:00 UTC

  • DAMMIT: TRUTH ITSELF IS A THEORY OF ARBITRARY PRECISION. argh

    DAMMIT: TRUTH ITSELF IS A THEORY OF ARBITRARY PRECISION.

    argh…


    Source date (UTC): 2014-11-22 06:35:00 UTC

  • Truth is not found in words, but in actions. We do not need language to demonstr

    Truth is not found in words, but in actions. We do not need language to demonstrate truths. In fact, it is hard to imagine that language has any positive meaning other than to provide us with inexpensive models to problem solve with. Unfortunately, while providing us with discount modeling, it also serves as an outstanding means of also obtaining discounts by means of deception.


    Source date (UTC): 2014-11-22 03:51:00 UTC

  • Existential Numbers for Existential Creatures

    —“The primary concern of mathematics is numbers, and this means the positive integers. . . . In the words of Kronecker, the positive integers were created by God. Kronecker would have expressed it even better if he had said that the positive integers were created by God for the benefit of man (and other finite beings). Mathematics belongs to man, not to God. We are not interested in properties of the positive integers that have no descriptive meaning for finite man. When a man proves a positive integer to exist, he should show how to find it. If God has mathematics of his own that needs to be done, let him do it himself.”— (Bishop 1967, Chapter 1, A Constructivist Manifesto, page 2)

    —“If God has mathematics of his own that needs to be done, let him do it himself. “—

    Yes, and equally so:

    **If
     god has morality of his own that he needs to be done, then let him do that himself as well.** 

    Man’s only possible morality consists in fully informed, warrantied, voluntary exchange, free of negative externality.