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Multiple Gene Order Alignment

2005 IEEE Engineering in Medicine and Biology 27th Annual Conference, 2005
Multiple alignment of genomic sequences have been studied in the past [1]. The focus of early works has been on pair wise and multiple alignment of individual genes. More recent works have studied the pair wise and multiple alignment and rearrangement of gene order sequences [2], [3]. The previous approaches to gene-order analysis were largely based on
Siamak, Rezaei, Joanne, Bai
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Multiple Order Graph Matching

2011
This paper addresses the problem of finding correspondences between two sets of features by using multiple order constraints all together. First, we build a high-order supersymmetric tensor, called multiple order tensor, to incorporate the constraints of different orders (e.g., unary, pairwise, third order, etc.).
Aiping Wang, Sikun Li, Liang Zeng 0001
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On ordering and multiplication of natural numbers

Archive for Mathematical Logic, 2001
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Multiple Ordering in Magnetite

Physical Review B, 1973
Results of a self-consistent band calculation of the ground-state energy and charge orderings based on a tight-binding scheme in magnetite are presented. They show that below a critical (about 2.2) value of the ratio of interatomic Coulomb energy to bandwidth the lowest energy state has no order. Between this critical value and 2.5, the preferred state
James R. Cullen, Earl R. Callen
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Order in Multiplicity

2002
AbstractAristotle regularly identifies philosophical and scientific concepts as homonymous; indeed, his preoccupation with homonymy influences his approach to many subjects and clearly structures his philosophical methodology. In this book, Christopher Shields offers the first full‐length investigation of homonymy in Aristotle's work, in which he ...
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The Multiple Checkpoint Ordering Problem

2018
The multiple Checkpoint Ordering Problem (mCOP) aims to find an optimal arrangement of n one-dimensional departments with given lengths such that the total weighted sum of their distances to m given checkpoints is minimized. In this paper we suggest an integer linear programming (ILP) approach and a dynamic programming (DP) algorithm, which is only ...
Philipp Hungerländer, Kerstin Maier
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Multiple ordering and first order transitions: magnetite

Solid State Communications, 1971
Abstract Using a symmetry argument, it is shown that a three ‘order parameter’ theory, previously introduced to describe the metal-insulator transition in magnetite also explains the first-order nature of this transition.
James R. Cullen, Earl Callen
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High-Order Multiple Gestations

Seminars in Perinatology, 2005
Infertility treatments have produced an increase in multiple gestations with twins accounting for 3.3% of births in the United States in 2002. Over that same time period, premature deliveries increased from 10.7% in 1992 to 12.1% in 2002. High-order multiple gestations have also increased, and virtually all of those deliver prematurely.
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Optimal contraction order of multiple tensors

2013 21st Signal Processing and Communications Applications Conference (SIU), 2013
Computational problems involving big data require application of multiway analysis tools on modern parallel infrastructure. Tensor contraction is one the fundamental operations used in multiway analysis. Dynamic programming formulation presented in this work searches for the least memory using contraction order in multiple tensor contraction operation.
Can Kavaklioglu, Ali Taylan Cemgil
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The ordered multiplicative modular geometric operator

Knowledge-Based Systems, 2013
The aim of this paper is to investigate an ordered multiplicative modular geometric operator and its relevant properties. The ordered multiplicative modular geometric operator is a generalized form of the ordered weighted geometric operator which has been designed incorporating the advantages of the geometric mean to deal with ratio judgments and the ...
Liuhao Chen, Zeshui Xu, Xiaohan Yu 0004
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