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CPU Architecture Modelling and Co-designWe retain the notation of Section 4; thus . is our base curve over . (. = .) with fixed closed point ∞ ∈ ., function field . and where Spec(.) = .−∞. We let . be the completion of an algebraic closure of the completion . of . at ∞. Let . be the algebraic closure and . . the separable closure. SetSTING 发表于 2025-3-22 12:25:08
Lecture Notes in Computer ScienceIn this section we will introduce .-functions into the arithmetic of function fields. We do this by building on a basic, and still quite mysterious, construction of L. Carlitz in the . = .[.]-case. Recall that in Section 3.3 we introduced the Carlitz exponential .where . for . > 1, and .. In Proposition 3.1.6 we showed thatCommonwealth 发表于 2025-3-22 16:38:02
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