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1: 25.17 Physical Applications
See Armitage (1989), Berry and Keating (1998, 1999), Keating (1993, 1999), and Sarnak (1999). …
2: 25.16 Mathematical Applications
The prime number theorem (27.2.3) is equivalent to the statementThe Riemann hypothesis is equivalent to the statement
3: 27.12 Asymptotic Formulas: Primes
π ( x ) li ( x ) changes sign infinitely often as x ; see Littlewood (1914), Bays and Hudson (2000). The Riemann hypothesis25.10(i)) is equivalent to the statement that for every x 2657 , …
4: 1.13 Differential Equations
The following three statements are equivalent: w 1 ( z ) and w 2 ( z ) comprise a fundamental pair in D ; 𝒲 { w 1 ( z ) , w 2 ( z ) } does not vanish in D ; w 1 ( z ) and w 2 ( z ) are linearly independent, that is, the only constants A and B such that …