Reference Database
(references for the Prime Pages)
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This is the Prime Pages' interface to our BibTeX database.  Rather than being an exhaustive database, it just lists the references we cite on these pages.  Please let me know of any errors you notice.
References: [ Home | Author index | Key index | Search ]

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, 1990.  Cambridge, 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, New York, NY, 1991.  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
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