Abstract
An interesting determinant occurs in the fifth volume of Muir's History1. It iswhere n = ½ (p – 1), and ars is the smallest positive integer such thatrars = s (mod p), (1) p being any odd prime number. It is evident that each element ars is unique and non zero. For p = 5, 7, 11 the determinants are (2) respectively, and their values are– 5 , 72, 114.
Publisher
Cambridge University Press (CUP)
Reference2 articles.
1. L'Intermédiaire des Math., 32 (1913), p. 218
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1 articles.
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