Results 61 to 70 of about 111,243 (144)
Factorization theorems for strong maps between matroids of arbitrary cardinality
Open Mathematics, 2016 In this paper we present factorization theorems for strong maps between matroids of arbitrary cardinality. Moreover, we present a new way to prove the factorization theorem for strong maps between finite matroids.
Mao Hua
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Multi-View Clustering via Deep Matrix Factorization
AAAI Conference on Artificial Intelligence, 2017 Multi-View Clustering (MVC) has garnered more attention recently since many real-world data are comprised of different representations or views. The key is to explore complementary information to benefit the clustering problem.
Handong Zhao, Zhengming Ding, Y. Fu
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The reactance wave diffraction problem by a strip in a scale of Bessel potential spaces [PDF]
Opuscula Mathematica, 2006 We consider a boundary-transmission problem for the Helmholtz equation, in a Bessel potential space setting, which arises within the context of wave diffraction theory.
Luís P. Castro, David Natroshvili
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Smarandache Factors And Reverse Factors
, 1998 This document will describe the current status on the search for factors of Smaranda.che consecutive numbers and their reverse. A complete list up to index 200 will be given, with all known factors. Smarandache numbers are the concatenation of the natural numbers from one up to the given index, and reverse Smaranda.che numbers are the concatenation of ...
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SoRec: social recommendation using probabilistic matrix factorization
International Conference on Information and Knowledge Management, 2008 Data sparsity, scalability and prediction quality have been recognized as the three most crucial challenges that every collaborative filtering algorithm or recommender system confronts.
Hao Ma +3 more
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Integer Factorization – Cryptology Meets Number Theory
Scientific Journal of Gdynia Maritime University, 2019 Integer factorization is one of the oldest mathematical problems. Initially, the interest in factorization was motivated by curiosity about behaviour of prime numbers, which are the basic building blocks of all other integers.
Josef Pieprzyk
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On a variation of Sands' method
International Journal of Mathematics and Mathematical Sciences, 1986 A subset of a finite additive abelian group G is a Z-set if for all a∈G, na∈G for all n∈Z. The group G is called Z-good if in every factorization G=A⊕B, where A and B are Z-sets at least one factor is periodic. Otherwise G is called Z-bad.
Evelyn E. Obaid
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3D Imaging of Rapidly Spinning Space Targets Based on a Factorization Method
Sensors, 2017 Three-dimensional (3D) imaging of space targets can provide crucial information about the target shape and size, which are significant supports for the application of automatic target classification and recognition.
Yanxian Bi +3 more
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On Twin Edge Colorings of Graphs
Discussiones Mathematicae Graph Theory, 2014 A twin edge k-coloring of a graph G is a proper edge coloring of G with the elements of Zk so that the induced vertex coloring in which the color of a vertex v in G is the sum (in Zk) of the colors of the edges incident with v is a proper vertex coloring.
Andrews Eric +4 more
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The Wiener–Hopf perspective on embedding formula: reusing solutions of boundary value problems
Royal Society Open ScienceEmbedding formula allows solutions to be reused within a family of boundary value problems by expressing a family of solutions in terms of a small number of solutions. Such formulas have been previously derived in the context of diffraction by applying a
Andrey I. Korolkov, Anastasia V. Kisil
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