Jun 26, 2005 · Abstract. A short direct proof is given for the fundamental property of unsolvable λ-terms; if M is an unsolvable λ-term and C[M] is solvable, ...
A Simple Proof of the Genericity Lemma. Masako Takahashi. Department of Information Science. Tokyo Institute of Technology. Ookayama, Megnro, Tokyo 152 Japan.
A Simple Proof of the Genericity Lemma. Conference Paper. Jan 1994. Masako Takahashi. A short direct proof is given for the fundamental property of unsolvable ...
Math 249B. Iterated genericity. 1. Introduction. In the proof of Lemma 4.11, there is a genericity property whose proof deJong omits from his.
Missing: Simple | Show results with:Simple
This work revisits Barendregt's genericity for the untyped call-by-value λ -calculus in call-by-name, and uses it to give a new, lighter proof of maximality ...
1 Introduction In this paper we present an elementary and general proof of the Genericity Lemma. In the untyped lambda calculus this lemma says: Suppose M ...
The approximation lemma is a simplification of the well-known take lemma, and is used to prove properties of programs that produce lists of values. We show how ...
People also ask
What is the simple proof of Johnson Lindenstrauss lemma?
What is proof of lemma?
Feb 3, 2016 · The lemma provides an estimate on the error incurred by approximating the ground space projector with a product of local projectors. We provide ...
Missing: Genericity | Show results with:Genericity
Choose a triangular decomposition g = n− ⊕ h ⊕ n+ compatible with b. By condition of the theorem the subalgebras l and b do not intersect.
Apr 5, 1995 · Recommendations · Leftmost outside-in narrowing calculi. We present narrowing calculi that are computation models of functional-logic programming ...
Missing: Proof | Show results with:Proof