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Note on a certain supersingular elliptic curveLet p be an odd prime number such that p≡2 (mod 3) and denote by F a finte prime field of characteristic p. Then it is shown that an elliptic curve Y^2=X (X^2+X+s) defined over F is supersinglar and so that the following equality [numerical formula] holds in F where t=(p-1)/2,n=[t/2] and s=1/3 ⋴ F 長崎大学教育学部紀要. 自然科学.
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