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mathematics

  1. questfortruth

    Life of Pi. About numbers.

    Or maybe the number Pi cannot be expressed in terms of analytic functions but only in an infinite series. In such a case, what then is Pi called? Is there a special name for such numbers? What is the name of an irrational number that cannot be expressed through elementary functions? For example...
  2. questfortruth

    Information mismatch

    The square root of 2 is an irrational number. Any irrational number contains infinitely many bits of information. For example, the Pi has infinitely many digits. The Pi is an infinitely long number. To describe it thoroughly, one needs an infinitely huge file. Same for the root of 2. But, on the...
  3. questfortruth

    Paradox of Money

    Is this the same: A. If you are infinitely rich and lost the perfect 100 % of your money, how can you remain infinitely rich? B. If you are infinitely rich and lost all your money, how can you remain infinitely rich?
  4. questfortruth

    Paradox of Rich Man

    If you are infinitely rich and lost the perfect 100 % of your money, can you remain infinitely rich?
  5. questfortruth

    Is it Dawn of Big Data? QuestForTruth real name.

    Introduction: The normal or Gaussian distribution plays a prominent role in almost all fields of science. However, it is well known that the Gauss (or Euler–Poisson) integral over a finite boundary, as is necessary, for instance, for the error function or the cumulative distribution of the...
  6. questfortruth

    Creation from Nothing using math

    The mathematics can show this as the math-law. https://www.researchgate.net/publication/360014214_INFINITIES_IN_RIEMANN_AND_ABC_CONJECTURES If you are infinitely rich and lost the perfect 100 % of your money, how can you remain infinitely rich? You can. You can lose all 100 % countless times...
  7. questfortruth

    How to find Friends and married sex?

    How to find friends and catch a bluebird of luck by the tail? Don't search at all. Fear rejection and failure. Do not accumulate losses, but act for sure. The one who offends you makes you a loser. Failures and troubles threaten your charm, luck, and charisma. It's like the Theory of Natural...
  8. questfortruth

    @QuestForTruth got published

    An interesting publication about Statistics main formula Evaluation of the Gauss integral
  9. questfortruth

    Set Theory and Logic

    The Set Theory of Cantor Cardinality - Wikipedia says: the cardinality of the infinite amount of real numbers between 0 and 4 is more than the cardinality of all natural numbers 1,2,3,4,5,...., infinity. However, if we say: "amount of numbers between 0 and 4", then we are using discrete...
  10. questfortruth

    Scientific Christianity strikes again

    The P versus NP problem is a major unsolved problem in computer science. It asks whether every problem whose solution can be quickly verified can also be solved quickly. I am giving a short theological solution. It has to be P=NP in not an atheistic-nihilistic-secular but rather the Orthodox...
  11. questfortruth

    P=NP in Scientific Christianity???

    The P versus NP problem is a major unsolved problem in computer science. It asks whether every problem whose solution can be quickly verified can also be solved quickly. It has to be P=NP in not an atheistic-nihilistic-secular but rather the Orthodox understanding of Christianity. Driver knows...
  12. questfortruth

    Riemann hypothesis at 2022 AD. When it will be solved?

    Just one page of an opinion: https://www.researchgate.net/publication/357838976_RIEMANN_HYPOTHESIS
  13. questfortruth

    Does God say P=NP?

    The P versus NP problem is a major unsolved problem in computer science. It asks whether every problem whose solution can be quickly verified can also be solved quickly. I argue, while dwelling on the proofs, that the solution to some most complicated problems or tasks can be just a sentence or...
  14. questfortruth

    Fourth proof of Riemann Hypothesis

    If Riemann Hypothesis is true, then the many aspects of Physics are true [Phys. Rev. Lett. 127, 241602 (2021)]. Hence, 1. There is a connection between Riemann Hypothesis and Physics. 2. If Riemann Hypothesis is false, then the Physics is unreal. Physics must be real -- it is the starting...
  15. questfortruth

    Putin and gods and Riemann Hypothesis

    A counter-example is a situation, when the Riemann Hypothesis fails. Let the number of counter-examples be X, Dr. Robin has proven that the X can not be finite (DOI: 10.13140/RG.2.2.12022.52804/1 ). 1. Number X can not be finite (not 1, not 576, not 694739303). 2. Hence, it can not be huge. 3...
  16. questfortruth

    3 proofs of Riemann Hypothesis and 5 proofs of abc conjecture

    abc conjecture - Wikipedia Riemann hypothesis - Wikipedia First proof of Riemann Hypothesis: 1. Dr. Robin has shown, that the number of counter-examples can not be a finite number. For example, not 1, not 56, and not 676940303. 2. Hence, the huge amount of counter-examples is excluded. 3...
  17. questfortruth

    Riemann hypothesis, intro

    I have completed secondary school with the Gold Medal, Tartu University with Cum Laude, and I have successfully published in Physical Review E and European Physical Journal B. The Process of reading scientific literature is a serious activity of the brain. Therefore, it is inevitable to feel...
    • questfortruth
    • Thread
    • math mathematics psychology psychology of religion religion and science riemann conjecture science and the bible
    • Replies: 14
    • Forum: General Religious Debates
  18. questfortruth

    Riemann hypothesis, the most beautiful hypothesis

    Please comment on my feeble attempt to prove the Riemann hypothesis: https://www.doi.org/10.13140/RG.2.2.14778.31681 There are two questions: 1. Is the Riemann hypothesis true? 2. Does anyone know the answer? If you answer all these questions (or somehow get the answers), then the answer to...
  19. questfortruth

    Good valid tautologies or Secret of Life

    TOP SCIENCE SOUNDS OBSCURE: In mathematics, the Taylor series of a function is an infinite sum of terms that are expressed in terms of the function's derivatives at a single point. A function may differ from the sum of its Taylor series, even if its Taylor series is convergent. A function is...
  20. questfortruth

    Why proofs are so big?

    Proof of the abc conjecture has taken 1500 pages and there is a fatal error. I am proving on one page: Proof of the ABC Conjecture, viXra.org e-Print archive, viXra:2012.0086 Nobody has found a single mistake when I was sending the file to journals. They simply have not believed me. The faith...
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