Euler’s criterion for eleventh power nonresidues

Author:

Katre S A,Tanti JagmohanORCID

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference12 articles.

1. Adhikari S D, The Early Reciprocity Laws: From Gauss to Eisenstein, Cyclotomic Fields and Related Topics, edited by S D Adhikari, S A Katre and Thakur, Proceedings of the Summer School (June 7–30, 1999), (2000) (Pune: Bhaskaracharya Pratishthana) pp. 69–74

2. Berndt B C, Evans R J and Williams K S, Gauss and Jacobi Sums, Canadian Math. Soc. Series of Mono. Adv. Texts, vol. 21 (1997–98) (Wiley-Intersc. Publ.)

3. Hudson R H and Williams K S, Extensions of theorems of Cunningham–Aigner and Hasse–Evans, Pacific J. Math. 104(1) (1983) 111–132

4. Katre S A and Rajwade A R, Euler’s criterion for quintic nonresidues, Canadian J. Math. 37(5) (1985) 1008–1024

5. Katre S A and Rajwade A R, Complete solution of the cyclotomic problem in $$\mathbb{F}_q$$ F q for any prime modulus $$l$$ l , $$q=p^{\alpha }$$ q = p α , $$p\equiv 1\,(\text{ mod }\,l)$$ p ≡ 1 ( mod l ) , Acta Arith. 45 (1985) 183–199

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