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All items with keys beginning with the letter(s): i

IJ96

K. Indlekofer and A. Járai, "Largest known twin primes," Math. Comp., 65 (1996) 427-428.  MR 96d:11009

Abstract: The numbers 697053813 · 2¹⁶³⁵²± 1 are twin primes.

IJ99

K. Indlekofer and A. Járai, "Largest known twins and Sophie Germain primes," Math. Comp., 68:227 (1999) 1317--1324.  MR 99k:11013 (Annotation available)

Ingham1990

Ingham, A. E., The distribution of prime numbers, Cambridge Mathematical Library Cambridge University Press, Cambridge, 1990.  pp. xx+114, ISBN 0-521-39789-8. Reprint of the 1932 original, With a foreword by R. C. Vaughan.  MR1074573

Ingham90

A. E. Ingham, The distribution of prime numbers, Cambridge Mathematical Library Cambridge University Press, 1990.  Cambridge, Reprint of the 1932 original with a foreword by R. C. Vaughan..  MR 91f:11064

IS2003

D. E. Iannucci and R. M. Sorli, "On the total number of prime factors of an odd perfect number," Math. Comp., 72:244 http://www.ams.org/jourcgi/jour-getitem?pii=S0025-5718-03-01522-9, (2003) 2077--2084.  MR 1986824 (Abstract available)

Iseki1988

Iséki, Kiyoshi, "Palindromic prime numbers from experimental number theory," Math. Japon., 33:5 (1988) 715--720.  MR 972382

Iseki1988b

Iséki, Kiyoshi, "Palindromic prime numbers," Math. Japon., 33:6 (1988) 861--862.  MR 975864

Iseki1988c

Iséki, Kiyoshi, "Palindromic prime numbers from experimental number theory. II," Math. Japon., 33:6 (1988) 863--872.  MR 975865

Iverson62

K. E. Iverson, A programming language, John Wiley \& Sons, 1962.  MR 26:913

Iwaniec78

H. Iwanies, "Almost-primes represented by quadratic polynomials," Ivent. Math., 47 (1978) 171--188.  MR 58:5553

IZM1991

I. Niven, H. Zuckerman and H. Montgomery, An introduction to the theory of numbers, John Wiley \& Sons, 1991.  New York, NY, ISBN 0-47162546-9. MR 91i:11001

Izotov1995

Izotov, Anatoly S., "A note on Sierpi\'nski numbers," Fibonacci Quart., 33:3 (1995) 206--207.  MR1337788