11R09 — 3 articles found.

Additive and subtractive irreducible monic decompositions in Z[x]

C. R. Math. Rep. Acad. Sci. Canada Vol. 20 (3) 1998, pp. 86–90
Vol.20 (3) 1998
C. Betts Details
(Received: 1997-12-01 )
(Received: 1997-12-01 )

C. Betts

Abstract/Résumé:

No abstract available but the full text pdf may be downloaded at the title link below.

Keywords: additive number theory, algebraic number theory

AMS Subject Classification: Goldbach-type theorems; other additive questions involving primes, Polynomials (irreducibility; etc.) 11P32, 11R09

PDF(click to download): Additive and subtractive irreducible monic decompositions in Z[x]

Goldbach’s conjecture for Z[x]

C. R. Math. Rep. Acad. Sci. Canada Vol. 20 (3) 1998, pp. 83–85
Vol.20 (3) 1998
A. Rattan / C. Stewart Details
(Received: 1997-12-01 )
(Received: 1997-12-01 )

A. Rattan / C. Stewart

Abstract/Résumé:

No abstract available but the full text pdf may be downloaded at the title link below.

Keywords:

AMS Subject Classification: Goldbach-type theorems; other additive questions involving primes, Polynomials (irreducibility; etc.) 11P32, 11R09

PDF(click to download): Goldbach's conjecture for Z[x]

Cauchy-Mirimanoff polynomials

C. R. Math. Rep. Acad. Sci. Canada Vol. 19 (2) 1997, pp. 51–57
Vol.19 (2) 1997
C. Helou Details
(Received: 1997-03-07 )
(Received: 1997-03-07 )

C. Helou

Abstract/Résumé:

No abstract available but the full text pdf may be downloaded at the title link below.

Keywords:

AMS Subject Classification: Polynomials, Polynomials (irreducibility; etc.), Galois theory 11C08, 11R09, 11R32

PDF(click to download): Cauchy-Mirimanoff polynomials

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