Title: #Charm for the #protection of a #child
Author: none
Language: #Egyptian, 8th #Dynasty circa 1950 #BCE-1300 BCE
Depth of recovery: 2m
Description: An #account of the #development of #religion and #thought in #Ancient #Egypt. Much of the material remains a matter of #conjecture as much of it resists #translation. Includes #parable|s comparing the well-lived life to the #Ford #Motor #corporation
#scp #1986
#charm #protection #child #egyptian #dynasty #bce #account #development #religion #thought #ancient #egypt #conjecture #translation #parable #ford #motor #corporation #scp
An Old Conjecture Falls, Making Spheres a Lot More Complicated
Source : Quanta Magazine / Kevin Hartnett
https://www.quantamagazine.org/an-old-conjecture-falls-making-spheres-a-lot-more-complicated-20230822/
#mathematics #math #maths #conjecture
#conjecture #maths #math #mathematics
Two Students Unravel a Widely Believed Math Conjecture
Source : Quanta Magazine / Max G. Levy
https://www.quantamagazine.org/two-students-unravel-a-widely-believed-math-conjecture-20230810/
#mathematics #math #maths #conjecture
#conjecture #maths #math #mathematics
#conjecture : an opinion, or judgment, formed on defective or presumptive evidence
- French: conjecture
- German: die Vermutung
- Italian: congettura
- Portuguese: conjetura
- Spanish: conjetura
------------
Report an incorrect translation @ https://wordofthehour.org/r/translations
@Maiko_1820
history is written by the triumphant.
the realities are always conveniently obviscated or eliminated.
more than likely, he sold some crew members as sacrifice to procure the supplies.
Being a Catholic endeavor, a need to change the narrative arose.
#purefabrication #unfounded #conjecture
#purefabrication #unfounded #conjecture
#Conjecture.
If fewer babies were dropped on their heads seven times in a row, in post-natal hospital wards around the world, would 20 years later the world have far fewer #RWNJs, & thence 42 years hence, have NO #RWNJs?
🤷♀️ 😜
@CSBHOTSQUAD @teslanaut He was Indian. He probably was not self insured. "Why waste money on my own death."
His company probably had his ass over insured with themselves as beneficiary.
#wildspeculation #conjecture
#DidYouKnow: The #Lonely #Runner #Conjecture is an #Unsolved mystery in combinatorial number theory. It states that
"n runners on a track of unit length, with constant speeds all distinct from one another, will each be lonely at some time - at least 1/n units away from all others."
#unsolved #conjecture #runner #lonely #didyouknow
#math #research #open #problem #primes #number #numbertheory #breakthrough #amazing #amateur #conjecture #done #ok
A prime gap is the difference between two successive prime numbers. A twin prime is a prime that has a prime gap of two. The twin prime conjecture states that there are infinitely many twin primes. In May 2013, the popular Yitang Zhang's paper was accepted by the journal Annals of Mathematics where it was announced that for some integer N that is less than 70 million, there are infinitely many pairs of primes that differ by N. A few months later, James Maynard gave a different proof of Yitang Zhang's theorem and showed that there are infinitely many prime gaps with size of at most 600. A collaborative effort in the Polymath Project, led by Terence Tao, reduced to the lower bound 246 just using Zhang and Maynard results. In this note, using arithmetic operations, we prove that the twin prime conjecture is true.
#ok #done #conjecture #amateur #amazing #breakthrough #numbertheory #number #primes #problem #open #research #math
#math #research #open #problem #primes #number #numbertheory #breakthrough #amazing #amateur #conjecture #done #ok
A prime gap is the difference between two successive prime numbers. A twin prime is a prime that has a prime gap of two. The twin prime conjecture states that there are infinitely many twin primes. In May 2013, the popular Yitang Zhang's paper was accepted by the journal Annals of Mathematics where it was announced that for some integer N that is less than 70 million, there are infinitely many pairs of primes that differ by N. A few months later, James Maynard gave a different proof of Yitang Zhang's theorem and showed that there are infinitely many prime gaps with size of at most 600. A collaborative effort in the Polymath Project, led by Terence Tao, reduced to the lower bound 246 just using Zhang and Maynard results. In this note, using arithmetic operations, we prove that the twin prime conjecture is true.
#ok #done #conjecture #amateur #amazing #breakthrough #numbertheory #number #primes #problem #open #research #math
I have found a nice application of the WolframAlpha website that might be used as a good promotion for making more visible that amazing answer engine developed by Wolfram Research.
We based our approach in the computation of the roots of two similar functions \(H_{2}(x)\) and \(H_{4}(x)\), but we decided to use the web site WolframAlpha for doing this mathematical computation and thus, these roots are easier to verify by everyone in the public or commercial versions.
Using this evidence, we showed that \(H_{2}(x) < 0\) and \(H_{4}(x) > 0\) for large enough real numbers \(x\). We proved that
\[\sum_{p_{k} \geq p_{n}} H_{4}(p_{k}) \leq 0\]
under the assumption that the Twin Prime Conjecture is false for a large enough \(n\)th prime number \(p_{n}\). However, this contradicts the results obtained by the web site WolframAlpha. Consequently, the Twin Prime Conjecture must be true.
Take into account that the following paper is accessible to a large audience of number theorists, including graduate students (check the references for WolframAlpha's results, please):
https://www.researchgate.net/publication/365424918_The_smallest_gap_between_primes
Is really WolframAlpha good enough?
#conjecture : an opinion, or judgment, formed on defective or presumptive evidence
- French: conjecture
- German: die Vermutung
- Italian: congettura
- Portuguese: conjetura
- Spanish: conjetura
------------
Report an incorrect translation @ https://wordofthehour.org/r/translations
#DidYouKnow: Goldbach's #Conjecture is one of the oldest and best-known unsolved problems in number theory and all of mathematics. It states that every even natural number greater than 2 is the sum of two prime numbers.
In 2000, Faber and Faber offered a $1,000,000 prize to anyone who proved Goldbach's conjecture.
@codingquark Well, if you assume that the #universe is fundamentally #discrete and #deterministic, the implied result is either a repeating #finite system, or as I said in the following post, a non-repeating system that necessarily is experienced by versions of you that differ from current-you without bound. #cosmology #conjecture
#conjecture #cosmology #finite #deterministic #discrete #universe
Quanta magazine / Leila Sloman : Mathematicians Eliminate Long-Standing Threat to Knot Conjecture
https://www.quantamagazine.org/mathematicians-prove-this-knot-cannot-solve-major-problem-20230202/
#mathematics #math #maths #conjecture #knots
#knots #conjecture #maths #math #mathematics
@eniko Derive an approximated normal based on the presence of neighbours. If you accept the design constraint that no features should be one voxel thin, you should end up with a decent surface description for most objects. #conjecture
For the Dutch newspaper #nrc I wrote about the #Union-Closed-Set-Conjecture and the #breakthrough by #JustinGilmer and different teams of mathematicians who improved the result.
#PeterFrankl
#mathematics
#combinatorics
#conjecture
#openproblem
#openproblem #conjecture #combinatorics #mathematics #peterfrankl #justingilmer #breakthrough #union #nrc
Le mot #conjecture, ce mot qu'il faudrait faire connaître plus largement (pour permettre à tous de mieux distinguer une conjecture d'une réalité). 😍
The Riemann hypothesis, explained by Jørgen Veisdal: 🔗 https://www.cantorsparadise.com/the-riemann-hypothesis-explained-fa01c1f75d3f
\[\zeta(s)=0;\ s\notin2\mathbb{Z}^-\implies\Re(s)=\dfrac{1}{2}\]
#RiemannHypothesis #Riemann #Hypothesis #Atiyah #NumberTheory #Conjecture #AnalyticNumberTheory #Mathematics #CantorsParadise #OpenProblem #UnsolvedProblem #PrimeNumber #RiemannZetaFunction #ZetaFunction #NonTrivialZero #LogarithmicIntegral #XiFunction #PrimeNumberTheorem #PrimeNumberDistribution #PrimeCountingFunction #GammaFunction
#gammafunction #primecountingfunction #primenumberdistribution #primenumbertheorem #xifunction #logarithmicintegral #nontrivialzero #zetafunction #riemannzetafunction #primenumber #unsolvedproblem #openproblem #cantorsparadise #mathematics #analyticnumbertheory #conjecture #numbertheory #atiyah #hypothesis #riemann #riemannhypothesis
TWIN PRIME CONJECTURE:
Are there infinitely many primes \(p\) such that \((p\pm2)\) is prime? 🤔 🔗https://www.cantorsparadise.com/the-twin-prime-conjecture-3671e604818e
#TwinPrime #TwinPrimeConjecture #Conjecture #Prime #PrimePair #Primes #PrimePairs #TwinPrimes
#twinprimes #primepairs #primes #primepair #prime #conjecture #twinprimeconjecture #twinprime