Theorem: Let ƒ € Zpk [x] and let k € Z+ and m € Z+ such that m
Posted: Tue Jul 12, 2022 11:59 am
prove this clearly.
Theorem: Let ƒ € Zpk [x] and let k € Z+ and m € Z+ such that m <k. Suppose f'(r) 0 in Zp. Then, f(r) = 0 in Zp ⇒ (35 € Zpk+m) such that f(s) = 0 in Zpk+m and sr mod p+m
Posted: Tue Jul 12, 2022 11:59 am
prove this clearly.
Theorem: Let ƒ € Zpk [x] and let k € Z+ and m € Z+ such that m <k. Suppose f'(r) 0 in Zp. Then, f(r) = 0 in Zp ⇒ (35 € Zpk+m) such that f(s) = 0 in Zpk+m and sr mod p+m
Theorem: Let ƒ € Zpk [x] and let k € Z+ and m € Z+ such that m <k. Suppose f'(r) 0 in Zp. Then, f(r) = 0 in Zp ⇒ (35 € Zpk+m) such that f(s) = 0 in Zpk+m and sr mod p+m