A New Large Number Numerical Coincidences

In this article, the author gives a set of the new hypothesis wherein he presents new, exact and simple relations between physical constants and numbers. The author brie y analyses the discovered coincidences in terms of their accuracy and con dence, while leaving himself aside any physical explanation of the presented formulas. Important: all the found relations have a common nature of the “power of two”. The exact nature of this remains unknown for yet, so it requires further research. The presented material may also be viewed as a logical continuation and development of Dirac’s and Eddington’s Large Numbers Hypothesis (LNH). However, in contrast to Dirac’s LNH, two of the presented ratios are not approximate but manifest exact equality. This allows a theoretical prediction of the Universe’s radius as well as a calculation of the exact value of Newtonian gravitational constant G, which all fall within the range of the current measurement data and precision. The author formulates these Large Number Numerical (LNN) coincidences by realizing that further discovery of their meaning may lead to a signi cant change in our understanding of Nature. In this work, SI units are used.