Is anyone familiar with Euler’s or anyone else studying this variation of Euler’s contain column studies? The video and white paper describes the mechanical properties related my unique variation of Euler’s Contain Column studies. It shows how materials (representing fields) naturally respond to induced stresses in a “quantized“ manor. This process, unlike harmonic oscillators can lead to formation of stable structures. The quantized responses closely models the behaviors known as the Quantum Wave Function as described in modern physics. The effect has been used to make light weight structures and shock mitigating/recoiled reduction systems. The model shows the known requirement of exponential load increase and the here-to-for unknown collapse of resistance during transition, leading to the very fast jump to the next energy levels. ru-vid.com/video/%D0%B2%D0%B8%D0%B4%D0%B5%D0%BE-wrBsqiE0vG4.htmlsi=waT8lY2iX-wJdjO3
**NP-complete decision problem:** Given a value for X, determine whether there exist integers A and B such that: * A - B = X * B = ln(A) This problem is NP-complete because it is a special case of the subset sum problem, which is a known NP-complete problem. **Reduction from subset sum problem:** Given a set of integers S and a target integer T, the subset sum problem is to determine whether there exists a subset of S that sums to T. We can reduce the subset sum problem to the NP-complete decision problem as follows: 1. Let S = {a1, a2, ..., an} be the set of integers and T be the target integer. 2. Create a new integer X = T + 1. 3. Determine whether there exist integers A and B such that: ``` * A - B = X * B = ln(A) ``` If there exist integers A and B that satisfy these conditions, then there exists a subset of S that sums to T. This is because we can set A = T + 1 + sum(subset) and B = ln(A), where subset is the subset of S that sums to T. Conversely, if there do not exist integers A and B that satisfy these conditions, then there does not exist a subset of S that sums to T. Therefore, the NP-complete decision problem is NP-complete. In this case, the decision problem of finding the values of A and B that satisfy the equation A - B = 4 and B = ln(A), where A and B are integers, is NP-complete. However, there do not exist any integers that satisfy this equation. Therefore, we can conclude that P does not equal NP. This is a very important result in computer science, and it has many implications for the field. For example, it means that there are some problems that cannot be solved efficiently by any computer, no matter how powerful.
Man writes in Latin and speaks German, Russian and maybe French or Italian as well because he is Swiss. Probably knew Greek as well because of a classical education. Also can't fathom the depth of intellect of Euler just by his relevant output. It is huge.
Ive always thought the best way to describe the P=NP problem is to ask whether all problems, the answers to which are easily verifiable, are also easily solvable?
Les pauvres types fonctionnaires de état de académie des sciences certes très érudits mais quand le sihusme de corruption de gauche détruit par sophisme apartheid de parti.pris un autre pauvre type doyen emeritus de sa chair lui qui donne plus de 80000 employés temps plein avec bonheur de ne pas vivre ras a vie pour les petits et les siens alors il faut d'autres pauvres types médiatiques gauchistes convaincus d'avoir le sacro saint raison du plus .la différence c'est que ce pauvre type vous a donné du pain non ras rassis et un toit pendant 15 ans que la gauche avec justice de la main dur le cœur tint que même d'autres pauvres types de grande gueule fassent que les délaissés pour compte et les sens abris ne les concernent pas car ils dint payés avec l'argent de visctaxes des ras pour vivre comme des lions avec la salive dialectique de sartres comme substitut fe couleur du .ventre d'être autrement .vive la gauche caviar .et les autres alors ils sint des cafards n'es pour être poinconner d'animaux fe scène .
Perfect analogy for the changing demographics in the US and other Western countries. Look up the wiki page for "Race and ethnicity in the United States," and scroll down to "Racial makeup of the U.S. population," and you'll see what I mean.
present numerical machine inadequate to address the problem . but a language machine huge parallel computation , arithmetic is being done through language. the Natural language is finitely specified, in either way traversing competency. it is language machine itself. that my work., it will address many problems that you have mentioned. if you are interested i will mail more details.
Bizde baykuş öptüğünde birisinin öleceğine inanırız . Demekki Kızılderililer Türk. Ben çocukken kovboy filmlerinde hep Kızılderilileri tutardım . Daha o zaman beyazların vahşi olduklarını bilirdim.
Inuit (yada beyazların dediği Eskimo) dilinden gelen “Kajak”kelimesi çok ilginçtir. Biz Türkiyede “kayık” diyoruz, deniz “kayan” bi araç. Bu ne kadar yakın bir benzerliktir? 😊 Ve üstelik Bizde kayak da var, o ise karda “kaymak” için kullanılan araca kayak diyoruz 😊
