DOIAbstract
AbstractThe Aleksandrov-Fenchel inequalities from the theory of mixed volumes are used to prove that certain sequences of combinatorial interest are log concave (and therefore unimodal)
AbstractThe Aleksandrov-Fenchel inequalities from the theory of mixed volumes are used to prove that certain sequences of combinatorial interest are log concave (and therefore unimodal)
AbstractThis paper is devoted to the study of the log-convexity of combinatorial sequences. We show ...
AbstractIn this paper we define an addition operation on the class of quasi-concave functions. While...
Abstract It is known that the concept of ratio monotonicity is closely related to log-convexity and ...
AbstractThe Aleksandrov-Fenchel inequalities from the theory of mixed volumes are used to prove that...
Given a sequence (ak)=a0,a1,a2,… of real numbers, define a new sequence L(ak)=(bk) where . So (ak) i...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1988.Includes bibliogr...
AbstractGiven a sequence (ak)=a0,a1,a2,… of real numbers, define a new sequence L(ak)=(bk) where bk=...
AbstractThis paper is devoted to the study of the log-convexity of combinatorial sequences. We show ...
Given a sequence (ak) = a0, a1, a2,... of real numbers, define a new se-quence L(ak) = (bk) where ...
This paper is devoted to the study of the log-convexity of combinatorial sequences. We show that the...
Our main aim is to generalize the classical mixed volume V(K1,…,Kn) and Aleksandrov-Fenchel inequali...
We consider log-convex sequences that satisfy an additional constraint imposed on their rate of grow...
AbstractFix an element x of a finite partially ordered set P on n elements. Then let hi(x) be the nu...
Abstract. We establish approximate log-concavity for a wide family of combinatorially defined intege...
AbstractIt is shown how a log concave sequence generates a log super-modular function on the lattice...
AbstractThis paper is devoted to the study of the log-convexity of combinatorial sequences. We show ...
AbstractIn this paper we define an addition operation on the class of quasi-concave functions. While...
Abstract It is known that the concept of ratio monotonicity is closely related to log-convexity and ...
AbstractThe Aleksandrov-Fenchel inequalities from the theory of mixed volumes are used to prove that...
Given a sequence (ak)=a0,a1,a2,… of real numbers, define a new sequence L(ak)=(bk) where . So (ak) i...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1988.Includes bibliogr...
AbstractGiven a sequence (ak)=a0,a1,a2,… of real numbers, define a new sequence L(ak)=(bk) where bk=...
AbstractThis paper is devoted to the study of the log-convexity of combinatorial sequences. We show ...
Given a sequence (ak) = a0, a1, a2,... of real numbers, define a new se-quence L(ak) = (bk) where ...
This paper is devoted to the study of the log-convexity of combinatorial sequences. We show that the...
Our main aim is to generalize the classical mixed volume V(K1,…,Kn) and Aleksandrov-Fenchel inequali...
We consider log-convex sequences that satisfy an additional constraint imposed on their rate of grow...
AbstractFix an element x of a finite partially ordered set P on n elements. Then let hi(x) be the nu...
Abstract. We establish approximate log-concavity for a wide family of combinatorially defined intege...
AbstractIt is shown how a log concave sequence generates a log super-modular function on the lattice...
AbstractThis paper is devoted to the study of the log-convexity of combinatorial sequences. We show ...
AbstractIn this paper we define an addition operation on the class of quasi-concave functions. While...
Abstract It is known that the concept of ratio monotonicity is closely related to log-convexity and ...
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