Results 261 to 270 of about 3,113,358 (305)

Broad spectrum structure discovery in large-scale higher-order networks. [PDF]

Nat Commun
Hood J, De Bacco C, Schein A.
europepmc   +1 more source

REFA-DINO: A Relative-Efficient Fusion Attention Framework for Binary and Multiclass Diabetic Retinopathy Classification. [PDF]

Int J Biomed Imaging
Dawood H, Noreen M, Javed A, Ilyas H, Muhammad U, Dawood H.   +5 more
europepmc   +1 more source

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On Some Class of Formal Matrix Ring

Lobachevskii Journal of Mathematics, 2022
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Nasrutdinov, M. F., Tronin, S. N.
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On a Class of Matrix Completion Problems

Mathematische Nachrichten, 1989
The paper contains a unified treatment of special classes of matrix extension problems (``Schur analysis''). It is characterized as a combination of methods developed by V. P. Potapov and his collaborators in the study of the so-called fundamental matrix inequalities and of methods used by the last two authors.
Dubovoj, Vladimir K., Fritzsche, Bernd, Kirstein, Bernd   +2 more
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The Matrix Class B

Journal of Agriculture, Science and Technology, 2005
Keywords: banach spaces, Matrix, class BJAGST Vol 6(1) 2004: 69 ...
Mutekhele, JSK, Akanga, JR
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A Class of Matrix Ensembles

Journal of Mathematical Physics, 1972
A class of random matrix ensembles is defined, with the purpose of providing a realistic statistical description of the Hamiltonian of a complicated quantum-mechanical system (such as a heavy nucleus) for which an approximate model Hamiltonian is known.
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A Special Class of Matrix in Three-Dimensional Combinatorial Matrix Class

2013
Two-dimensional combinatorial matrix class was found by Richard A Brandi in his book Combinatorial Matrix Class in 2006. In this book, he gave us the definition of this matrix, proves its existent theory, and analyzes its construction. In this paper, we define the three-dimensional combinatorial matrix (TDCM) class \( A(R,\,S,\,T) \) basic of two ...
Junna Jiang, Bing Han, Hong Wang
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Solving a class of quadratic matrix equations

Applied Mathematics Letters, 2018
The authors describe all commuting solutions (i.e., \(AX=XA\)) and, under a full rank condition, all non-commuting solutions, of the matrix equation \(AXA=XAX\), for a given invertible matrix \(A\).
Saeed Ibrahim Adam Mansour, Jiu Ding, Qianglian Huang, Lanping Zhu   +3 more
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Matrix completion problems for pairs of related classes of matrices [PDF]

Linear Algebra and Its Applications, 2003
For a class X of real matrices, a list of positions in an n×n matrix (a pattern) is said to have X-completion if every partial X-matrix that specifies exactly these positions can be completed to an X-matrix.
Hogben, Leslie
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An introduction to a class of matrix cone programming

Mathematical Programming, 2012
A class of linear conic programming is defined (called matrix cone programming or MCP) involving the epigraphs of five commonly used matrix norms and the well studied symmetric cone. MCP has recently been found to have many important applications, for example, in nuclear norm relaxations of affine rank minimization problems. In order to make this class
Chao Ding, Defeng Sun, Kim-Chuan Toh
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