### Primes and ~~multiplicative number theory~~

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[2] : “On a theorem of Erdős and Szekeres,” Ill. J. Math. 2 : 1 (1958), pp. 88–98. MR 0095804 Zbl 0079.07104 article

[3] :
“Theorems implying the non-vanishing of __\( \sum \chi(m)m^{-1} \)__ for real residue-characters,”
J. Indian Math. Soc. (N.S.)
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Zbl
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[5] : “Some special trigonometrical series related to the distribution of prime numbers,” J. London Math. Soc. 38 : 1 (1963), pp. 372–374. MR 0153639 Zbl 0116.26904 article

[6] : “Prime numbers in arithmetic progressions with difference 24,” Am. Math. Mon. 72 : 2 (February 1965), pp. 139–143. MR 0173649 Zbl 0127.26805 article

[7] : “Primes represented by irreducible polynomials in one variable,” pp. 119–132 in Theory of numbers (Pasadena, CA, 21–22 November 1963). Edited by A. L. Whiteman. Proceedings of Symposia in Pure Mathematics 8. American Mathematical Society (Providence, RI), 1965. MR 0176966 Zbl 0136.32902 incollection

[8] : “Asymptotic distribution of Beurling’s generalized prime numbers,” pp. 152–210 in Studies in number theory. Edited by W. J. LeVeque. MAA Studies in Mathematics 6. Prentice-Hall (Englewood Cliffs, NJ), 1969. MR 0242778 Zbl 0216.31403 incollection

[9] : “Linear relations connecting the imaginary parts of the zeros of the zeta function,” pp. 11–19 in Computers in number theory (Oxford, 18–23 August 1969). Edited by A. O. L. Atkin and J. B. Bryan. Academic Press (London), 1971. Proceedings of the Scientific Research Council Atlas Symposium no. 2. MR 0330069 Zbl 0216.03601 incollection

[10] : “Multiplicative arithmetic functions and the representation of integers as sums of squares,” pp. 9–13 in Proceedings of the 1972 number theory conference (Boulder, CO, 14–18 August 1972). University of Colorado, 1972. MR 0389830 Zbl 0323.10019 incollection

[11] : “The distribution of values of the Euler function,” Acta Arith. 21 (1972), pp. 329–345. Dedicated to the memory of the late Professor Wacław Sierpiński. MR 0302586 Zbl 0217.31901 article

[12] :
“Moduli __\( r \)__ for which there are many small primes congruent to __\( a \)__ modulo __\( r \)__,”
pp. 8–19
in
Colloque Hubert Delange
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Société Mathématique de France (Paris),
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MR
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incollection

[13] : “The new Mersenne conjecture,” Am. Math. Mon. 96 : 2 (February 1989), pp. 125–128. This was part of the regular AMM feature “The Editor’s Corner”. MR 992073 Zbl 0694.10005 article

[14] : “Decidability and undecidability of theories with a predicate for the primes,” J. Symb. Log. 58 : 2 (June 1993), pp. 672–687. MR 1233932 Zbl 0785.03002 article

[15] :
“A theorem of Ingham implying that Dirichlet’s __\( L \)__-functions have no zeros with real part one,”
Enseign. Math. (2)
43 : 3–4
(1997),
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MR
1489887
Zbl
0908.11041
article