3 citations · 3 across the 3 of their papers we have counts for
3 papers
math.CA2013
A proof that the square root of s for s not a perfect square is simply normal to base 2
Richard Isaac
Since E. Borel proved in 1909 that almost all real numbers with respect to Lebesgue measure are normal to all bases, an open problem has been whether simple irrationals like square…
math.NT2011
On a sufficient condition that the square root of s is simply normal to base 2, for s not a perfect square
Richard Isaac
A simple proof is given of a sufficient condition that the square root of s is simply normal to base 2, for s not a perfect square. This relates to previous work of the author.
math.NT2005★ 3 cited
On the simple normality to base 2 of the square root of s, for s not a perfect square
Richard Isaac
We show that each number of the form, the square root of s for s not a perfect square, is simply normal to the base 2. The argument uses some elementary ideas from the calculus of…