Results 131 to 140 of about 4,703 (164)

Intelligent diagnosis model for chest X-ray images diseases based on convolutional neural network. [PDF]

BMC Med Imaging
Yang S, Wu Y.
europepmc   +1 more source

Multimodal healthcare system for human activity recognition using multiple features and advanced ensemble classifier. [PDF]

Digit Health
Nazar F, Wu Y, Aljuaid H, Jalal A, Liu H.   +4 more
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A deep generative approach to personalized super mario level design. [PDF]

Sci Rep
Baharvand D, Saeedi N, Gharehveran SS, Shirini K.   +3 more
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On learning functions over biological sequence space: relating Gaussian process priors, regularization, and gauge fixing. [PDF]

J Math Biol
Petti S, Martí-Gómez C, Kinney JB, Zhou J, McCandlish DM.   +4 more
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Synteny and linkage decay in bacteriophage pangenomes

Fendley JM, Molari M, Neher RA, Shraiman BI.   +3 more
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Matchings in Lattice Graphs and Hamming Graphs

Combinatorics, Probability and Computing, 1994
In this paper we solve the following problem on the lattice graph L(m1,…,mn) and the Hamming graph H(m1,…,mn), generalizing a result of Felzenbaum-Holzman-Kleitman on the n-dimensional cube (all mi = 2): Characterize the vectors (s1.…,sn) such that there exists a maximum matching in L, respectively, H with exactly si edges in the ith direction.
Martin Aigner 0001, Regina Klimmek
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Hamming Matrix and Hamming Energy of a Graph

Match Communications in Mathematical and in Computer Chemistry
Hamming distance is a highly valuable quantity in computer science. In this work, we establish the Hamming matrix H of a graph G, H(G). This is a square matrix, where the elements of the H(G) are Hamming distances. Also, we define the Hamming energy of a graph, HE(G), which is a sum of the absolute eigenvalues of H(G).
Nemanja Vučićević, Izudin Redžepović, Nenad Stojanović   +2 more
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Phylogeny Numbers of Generalized Hamming Graphs

Bulletin of the Malaysian Mathematical Sciences Society, 2022
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Chengyang Qian, Yaokun Wu, Yanzhen Xiong
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Hamming index of product graphs

Discrete Mathematics, Algorithms and Applications
Let [Formula: see text] be a simple graph of order [Formula: see text]. The adjacency matrix of [Formula: see text] is a square matrix of order [Formula: see text], whose elements are [Formula: see text], if the corresponding vertices are adjacent and [Formula: see text], if the corresponding vertices are non-adjacent.
A. Harshitha, Sabitha D'Souza
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