Home
Search Site
Largest
Finding
How Many?
Mersenne
Glossary
Prime Curios!
e-mail list
FAQ
Prime Lists
Titans
Submit primes
|
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 author Dubner (sorted by date)
- DD85
- H. Dubner and R. Dubner, "The development of a powerful, low-cost computer for number theory applications," J. Recreational Math., 18:2 (1985-86) 81--86. [Describes their Dubner Cruncher--a coprocessor for use in IBM compatibles and announces a few of their record (for that date) primes such as 1477!+1.]
- Dubner85
- H. Dubner, "The development of a powerful low-cost computer for number theory applications," J. Recreational Math., 18 (1985-86) 81--86.
- Dubner86
- H. Dubner, "Generalized Fermat primes," J. Recreational Math., 18 (1985-86) 279--280. MR 2002j:11156
- WD86
- H. C. Williams and H. Dubner, "The primality of R1031," Math. Comp., 47:176 (1986) 703--711. MR 87k:11141
- Dubner87
- H. Dubner, "Factorial and primorial primes," J. Recreational Math., 19:3 (1987) 197--203.
- Dubner89a
- H. Dubner, "A new primorial prime," J. Recreational Math., 21:4 (1989) 276.
- Dubner89b
- H. Dubner, "A new method for producing large Carmichael numbers," Math. Comp., 53 (1989) 411--414. MR 89m:11013
- CD93
- C. Caldwell and H. Dubner, "Primorial, factorial and multifactorial primes," Math. Spectrum, 26:1 (1993/4) 1--7.
- Dubner93
- H. Dubner, "Generalized repunit primes," Math. Comp., 61 (1993) 927--930. MR 94a:11009
- DO94
- H. Dubner and R. Ondrejka, "A PRIMEr on palindromes," J. Recreational Math., 26:4 (1994) 256--267.
- CD95
- C. Caldwell and H. Dubner, "The near repunit primes 1n-k-1011k," J. Recreational Math., 27 (1995) 35--41.
- DK95
- H. Dubner and W. Keller, "Factors of generalized Fermat numbers," Math. Comp., 64 (1995) 397--405. MR 95c:11010
- CD97
- C. Caldwell and H. Dubner, "The near repdigit primes An-k-1B1Ak, especially 9n-k-1819k," J. Recreational Math., 28:1 (1996-97) 1--9.
- Dubner96
- H. Dubner, "Large Sophie Germain primes," Math. Comp., 65:213 (1996) 393--396. MR 96d:11008 (Abstract available)
- DN97
- H. Dubner and H. Nelson, "Seven consecutive primes in arithmetic progression," Math. Comp., 66 (1997) 1743--1749. MR 98a:11122 (Abstract available)
- CD1998
- C. Caldwell and H. Dubner, "Unique period primes," J. Recreational Math., 29:1 (1998) 43--48.
- CD2000
- C. Caldwell and H. Dubner, "Primes in pi," J. Recreational Math., 29 (1998) 282--289.
- DK1999
- H. Dubner and W. Keller, "New Fibonacci and Lucas primes," Math. Comp., 68 (1999) 417--427. MR 99c:11008 [A supplement gives the complete factorization of Fn and Ln for n>1000 whenever it is known.]
- DK99
- H. Dubner and W. Keller, "New Fibonacci and Lucas primes," Math. Comp., 68:225 (1999) 417--427, S1--S12. MR 99c:11008 [Probable primality of F, L, F* and L* tested for n up to 50000, 50000, 20000, and 15000, respectively. Many new primes and algebraic factorizations found.]
- DF2000
- H. Dubner and T. Forbes, "Prime Pythagorean triangles," (March 2000) Complete text: PDF. (Abstract available)
- DFLMNZ1998
- H. Dubner, T. Forbes, N. Lygeros, M. Mizony, H. Nelson and P. Zimmermann, "Ten consecutive primes in arithmetic progression," Math. Comp., 71:239 (2002) 1323--1328 (electronic). MR 1 898 760 (Abstract available)
- DG2000
- H. Dubner and Y. Gallot, "Distribution of generalized Fermat prime numbers," Math. Comp., 71 (2002) 825--832. MR 2002j:11156 (Abstract available)
- Dubner2002
- Dubner, Harvey, "Repunit R49081 is a probable prime," Math. Comp., 71:238 (2002) 833--835 (electronic). (http://dx.doi.org/10.1090/S0025-5718-01-01319-9) MR 1885632 (Abstract available)
|