نتایج جستجو برای: lexicographic

تعداد نتایج: 2659  

2009
Marko M. Mäkelä Yury Nikulin József Mezei

We consider a general multiobjective optimization problem with five basic optimality principles: efficiency, weak and proper Pareto optimality, strong efficiency and lexicographic optimality. We generalize the concept of tradeoff directions defining them as some optimal surface of appropriate cones. In convex optimization, the contingent cone can be used for all optimality principles except lex...

2013
Naohi Eguchi

In this paper we present a novel termination order the predicative lexicographic path order (PLPO for short), a syntactic restriction of the lexicographic path order. As well as lexicographic path orders, several non-trivial primitive recursive equations, e.g., primitive recursion with parameter substitution, unnested multiple recursion, or simple nested recursion, can be oriented with PLPOs. I...

2005
ERIC BABSON ISABELLA NOVIK REKHA THOMAS

A short new proof of the fact that all shifted complexes are fixed by reverse lexicographic shifting is given. A notion of lexicographic shifting, ∆ lex — an operation that transforms a monomial ideal of S = k[x i : i ∈ N] that is finitely generated in each degree into a squarefree strongly stable ideal — is defined and studied. It is proved that (in contrast to the reverse lexicographic case) ...

2014
Judith L. Maute

This article offers a brief comparative look at American and British jurisprudential pending selection reforms, and argues that American states could improve their appointive systems by incorporating modern personnel recruitment and hiring practices. To restore public confidence in the courts, people must believe that judges exercise legitimate authority, undistorted by personal or partisan pre...

Journal: :Social Choice and Welfare 2016
Jean-François Laslier Karine Van der Straeten

We propose a theory of strategic voting in multi-winner elections with approval balloting: A fixed number  of candidates are to be elected; each voter votes for as many candidates as she wants; the  candidates with the most votes are elected. We assume that voter preferences are separable and that there exists a tiny probability that any vote might be misrecorded. Best responses involve votin...

2017
Cory Siler Luke Harold Miles Judy Goldsmith

In “The Logic of Campaigning”, Dean and Parikh consider a candidate making campaign statements to appeal to the voters. They model these statements as Boolean formulas over variables that represent stances on the issues, and study optimal candidate strategies under three proposed models of voter preferences based on the assignments that satisfy these formulas. We prove that voter utility evalua...

1999
Alex Possajennikov

The paper analyzes under what conditions spiteful preferences are evolutionarily stable applying the indirect evolution approach. With a quadratic material payo¤ function, spiteful preferences are evolutionarily stable for a large set of parameters. It is shown that strategic substitutability or complementarity is endogenous property of the game played with evolutionarily stable preferences. It...

Payel Ghosh Tapan Kumar Roy

A very useful multi-objective technique is goal programming. There are many methodologies of goal programming such as weighted goal programming, min-max goal programming, and lexicographic goal programming. In this paper, weighted goal programming is reformulated as goal programming with logarithmic deviation variables. Here, a comparison of the proposed method and goal programming with weighte...

2009
Bing Bai Zefang Wu Xu Yang Qinglin Yu

Lexicographic product G◦H of two graphs G and H has vertex set V (G)×V (H) and two vertices (u1, v1) and (u2, v2) are adjacent whenever u1u2 ∈ E(G), or u1 = u2 and v1v2 ∈ E(H). If every matching of G of size k can be extended to a perfect matching in G, then G is called k-extendable. In this paper, we study matching extendability in lexicographic product of graphs. The main result is that the l...

Journal: :Discrete & Computational Geometry 2008
Nir Halman

Helly’s theorem says that if every d + 1 elements of a given finite set of convex objects in R have a common point, then there is a point common to all of the objects in the set. We define three new types of Helly theorems: discrete Helly theorems—where the common point should belong to an a-priori given set, lexicographic Helly theorems—where the common point should not be lexicographically gr...

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