In mathematics, Midy's theorem, named after French mathematician E. Midy, is a statement about the decimal expansion of fractions a/p where p is a prime...

theorem (number theory) Mertens's theorems (number theory) Midy's theorem (number theory) Mihăilescu's theorem (number theory) Mirsky–Newman theorem (group...

01369863 and 0136 + 9863 = 9999. E. Midy proved a general result about such fractions, now called Midy's theorem, in 1836. The publication was obscure...

Midy is a surname. Arthur Midy (1877–1944), French painter Paul Midy (born 1982), French politician Midy's theorem Irisbus Midys This page lists people...

(as described below) is also valuable in number theory, such as in Midy's theorem. The nines' complement of a number given in decimal representation is...

= 999, 1428 + 5714+ 2857 = 9999, etc. ... This is a special case of Midy's Theorem. All cyclic numbers are divisible by b − 1 where b is the base (e.g...

}}0.999999999\;999999999\dots \\\end{aligned}}} This is a result of Midy's theorem. These complementary sequences are generated between multiples of prime...

a(i)=2^{i}{\bmod {p}}{\bmod {2}}} Decimal representation Full reptend prime Midy's theorem Parasitic number Trailing zero Unique prime 0.999..., a repeating decimal...

Institution, the first titled 'Birth of a Theorem'. The English translation of his book Théorème vivant (Living Theorem) has the same title. In the book he...