A Note on Strong Dickson Pseudoprimes.
In 1994 the infinitude of Fermat pseudoprimes to any bases (i.e. Carmichael numbers) has been established (cf. [2, 42]), the smallest being 561 = 3 ċ 11 ċ 17. If, instead of the power function the Dickson polynomial, respectively Lucas sequence, V n (P, Q) ≡P (mod n), is being used as the primali...
| 发表在: | Applicable algebra in engineering, communication and computing. 9, 3 (1998). |
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| 格式: | 文件 |
| 语言: | English |
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