"Quantum Number Theory"
Apr 30, 2024 10:37:05 GMT -8
Post by The Ninevite on Apr 30, 2024 10:37:05 GMT -8
Quantum number theory is spelled out early in the line of books, in Montessori and hacker related manuals in a chapter of "packet switching" and further elaborated on as "electronic packet switching" for computer users with modems and routers. Complete knowledge of quantum numbers and their graphs are found in Stephen Wolfram. Understanding Wolfram's algebra requires a special insight, numbers qua numbers, or the study of pure quantity, is very similar to economics, which studies resources qua resources. Natural resources are part of physics, including the farm animals and crops, which you know are botanical and in biology, but which being an economical business accountant, you study as physics, because all buyable and sellable monetary resources are physical tangible stock. Algebra studies the metering of commodity services, electricity and liquid gasoline are both consumed at metered rates, water is used on a graphed civil meter, and quite a few more consumable services which require labor to produce are billed as rates. That's algebra. It's much like economics.
In spite of its widespread prevalence, algebra starts to cause problems when you get to the bottom of it, and its axioms exhibit tautology. The phrase quantum number theory contains a redundant repetition, since quantum means number and number means quantum. The origin of the phrase is in the reflexive property of numbers, one of the list of algebraic properties listed in the preface. The reflexive property itself is fallacious, and it exists to simulate the logical property of identity. The logical identity fact, that if something is true then it is always true, and true in all places, has consequences for linguists and translators. Remember that logic is the formal study of grammatical statements using the entirety of your language, and that the meaning of the logical identity property in lawful applications of rhetoric is that if a fact is true, the fact can be transmitted to someone in the language which the author spoke and in which he wrote, and also that if a fact is true that it can be expressed and communicated in a foreign language equally so, and that if a fact is true, it is transcendent of space as well as of time, meaning that a fact that is true in Belfast is also true in Dublin for example, and that a true fact in Washinton is a true fact in London. Algebra's tautology, by contrast, is simplistic, and means only that a number is always a numeral.
In spite of its widespread prevalence, algebra starts to cause problems when you get to the bottom of it, and its axioms exhibit tautology. The phrase quantum number theory contains a redundant repetition, since quantum means number and number means quantum. The origin of the phrase is in the reflexive property of numbers, one of the list of algebraic properties listed in the preface. The reflexive property itself is fallacious, and it exists to simulate the logical property of identity. The logical identity fact, that if something is true then it is always true, and true in all places, has consequences for linguists and translators. Remember that logic is the formal study of grammatical statements using the entirety of your language, and that the meaning of the logical identity property in lawful applications of rhetoric is that if a fact is true, the fact can be transmitted to someone in the language which the author spoke and in which he wrote, and also that if a fact is true that it can be expressed and communicated in a foreign language equally so, and that if a fact is true, it is transcendent of space as well as of time, meaning that a fact that is true in Belfast is also true in Dublin for example, and that a true fact in Washinton is a true fact in London. Algebra's tautology, by contrast, is simplistic, and means only that a number is always a numeral.