All Stories

  1. New activation functions and Zhangians in zeroing neural network and applications to time-varying matrix pseudoinversion
  2. Simulations and Bisimulations between Weighted Finite Automata Based on Time-Varying Models over Real Numbers
  3. Strong Weighted GDMP Inverse for Operators
  4. Computing Tensor Generalized Bilateral Inverses
  5. Index-MP and MP-index matrices
  6. Machine Learning in Quasi-Newton Methods
  7. An extension of the MPD and MP weak group inverses
  8. Zeroing neural network approaches for computing time-varying minimal rank outer inverse
  9. Credit and Loan Approval Classification Using a Bio-Inspired Neural Network
  10. Improved zeroing neural models based on two novel activation functions with exponential behavior
  11. Application of Gradient Optimization Methods in Defining Neural Dynamics
  12. A Zeroing Neural Network Approach for Calculating Time-Varying G-Outer Inverse of Arbitrary Matrix
  13. Neural Networks for Portfolio Analysis in High-Frequency Trading
  14. Hybrid algorithms with alternative embedded local search schemes for the p-median problem
  15. A novel recurrent neural network based online portfolio analysis for high frequency trading
  16. On the Convergence Rate of Quasi-Newton Methods on Strongly Convex Functions with Lipschitz Gradient
  17. Application of Gradient Optimization Methodsin Defining Neural Dynamics
  18. Generalized core-EP inverse for square matrices
  19. The CEPGD-Inverse for Square Matrices
  20. Application of m-weak group inverse in solving optimization problems
  21. Outer inverses in semigroups belonging to the prescribed Green’s equivalence classes
  22. Guest Editorial: Special issue on recurrent dynamic neural networks: Theory and applications
  23. Outer inverses in semigroups belonging to the prescribed Green’s equivalence classes
  24. W-MPCEP–N-CEPMP-solutions to quaternion matrix equations with constrains
  25. Convex Polygon Triangulation Based on Symmetry
  26. An Exploration and Exploitation-Based Metaheuristic Approach for University Course Timetabling Problems
  27. Outer inverses in semigroups belonging to the prescribed Green’s equivalence classes
  28. Perturbation Bounds for the Group Inverse and its Oblique Projection
  29. Application of Generalized Inverses in the Minimum-Energy Perfect Control Theory
  30. Fuzzy Adaptive Parameter in the Dai–Liao Optimization Method Based on Neutrosophy
  31. An efficient zeroing neural network for solving time-varying nonlinear equations
  32. A Family of Multi-Step Subgradient Minimization Methods
  33. Fuzzy Adaptive Parameter in the Dai-Liao Optimization Method Based on Neutrosophy
  34. A Modified Dai–Liao Conjugate Gradient Method Based on a Scalar Matrix Approximation of Hessian and Its Application
  35. Minimal Rank Properties of Outer Inverses with Prescribed Range and Null Space
  36. Design, analysis, and application of projected k-winner-take-all network
  37. A novel extended Li zeroing neural network for matrix inversion
  38. Properties of the Quadratic Transformation of Dual Variables
  39. Time-varying minimum-cost portfolio insurance problem via an adaptive fuzzy-power LVI-PDNN
  40. A Neutrosophic Adaptive Recurrent Neural Network for Time-Varying Matrix Inversion
  41. Zeroing Neural Network Based on Neutrosophic Logic for Calculating Minimal-Norm Least-Squares Solutions to Time-Varying Linear Systems
  42. Modified optimal Perry conjugate gradient method for solving system of monotone equations with applications
  43. Improved Gradient Descent Iterations for Solving Systems of Nonlinear Equations
  44. Improvement of Unconstrained Optimization Methods Based on Symmetry Involved in Neutrosophy
  45. W-MPD–N-DMP-solutions of constrained quaternion matrix equations
  46. Hybrid Sine Cosine Algorithm for Solving Engineering Optimization Problems
  47. Finite-time convergent zeroing neural network for solving time-varying algebraic Riccati equations
  48. Unique non-negative definite solution of the time-varying algebraic Riccati equations with applications to stabilization of LTV systems
  49. Recurrent Neural Network Models Based on Optimization Methods
  50. Descent Derivative-Free Method Involving Symmetric Rank-One Update for Solving Convex Constrained Nonlinear Monotone Equations and Application to Image Recovery
  51. A robust noise tolerant zeroing neural network for solving time-varying linear matrix equations
  52. New approach on conventional solutions to nonlinear partial differential equations describing physical phenomena
  53. Calculating the Moore–Penrose Generalized Inverse on Massively Parallel Systems
  54. Generalizations of composite inverses with certain image and/or kernel
  55. Commuting Outer Inverse-Based Solutions to the Yang–Baxter-like Matrix Equation
  56. Characterizations of the Weighted Core-EP Inverses
  57. Accelerated Dai-Liao projection method for solving systems of monotone nonlinear equations with application to image deblurring
  58. Non-linear Activated Beetle Antennae Search: A novel technique for non-convex tax-aware portfolio optimization problem
  59. A higher-order zeroing neural network for pseudoinversion of an arbitrary time-varying matrix with applications to mobile object localization
  60. Zeroing Neural Network Approaches Based on Direct and Indirect Methods for Solving the Yang–Baxter-like Matrix Equation
  61. Extensions of generalized core-EP inverse
  62. An improved DV-Hop algorithm for wireless sensor networks based on neural dynamics
  63. Representations of Quaternion W-MPCEP, W-CEPMP and W-MPCEPMP Inverses
  64. Properties of the CMP inverse and its computation
  65. Fraud detection in publicly traded U.S firms using Beetle Antennae Search: A machine learning approach
  66. Formation of Fuzzy Patterns in Logical Analysis of Data Using a Multi-Criteria Genetic Algorithm
  67. A family of varying-parameter finite-time zeroing neural networks for solving time-varying Sylvester equation and its application
  68. MPCEP-$$*$$CEPMP-Solutions of Some Restricted Quaternion Matrix Equations
  69. Expressions and properties of weak core inverse
  70. Time-varying mean–variance portfolio selection problem solving via LVI-PDNN
  71. A Single Valued Neutrosophic Extension of the Simple WISP Method
  72. Exact solutions and convergence of gradient based dynamical systems for computing outer inverses
  73. Comparative Analysis of the Simple WISP and Some Prominent MCDM Methods: A Python Approach
  74. Weighted composite outer inverses
  75. Representations and geometrical properties of generalized inverses over fields
  76. Accelerated convergent zeroing neurodynamics models for solving multi-linear systems with M-tensors
  77. Representations and symbolic computation of generalized inverses over fields
  78. Sign pattern, usability, representations and perturbation for the core-EP and weighted core-EP inverse
  79. Properties and computation of continuous-time solutions to linear systems
  80. Generalization of core-EP inverse for rectangular matrices
  81. A New Grey Approach for Using SWARA and PIPRECIA Methods in a Group Decision-Making Environment
  82. Simulation of Varying Parameter Recurrent Neural Network with application to matrix inversion
  83. Solving the time-varying tensor square root equation by varying-parameters finite-time Zhang neural network
  84. MPD-DMP-solutions to quaternion two-sided restricted matrix equations
  85. Continuous-Time Varying Complex QR Decomposition via Zeroing Neural Dynamics
  86. An Innovative Grey Approach for Group Multi-Criteria Decision Analysis Based on the Median of Ratings by Using Python
  87. Weighted Minimization Problems for Quaternion Matrices
  88. Application of Delaunay Triangulation and Catalan Objects in Steganography
  89. Computing tensor generalized inverses via specialization and rationalization
  90. One-sided weighted outer inverses of tensors
  91. Representations for the weak group inverse
  92. Design and analysis of recurrent neural network models with non‐linear activation functions for solving time‐varying quadratic programming problems
  93. ENCRYPTION OF 3D PLANE IN GIS USING VORONOI-DELAUNAY TRIANGULATIONS AND CATALAN NUMBERS
  94. A Novel Value for the Parameter in the Dai-Liao-Type Conjugate Gradient Method
  95. Representations and properties for the MPCEP inverse
  96. A new analyzing technique for nonlinear time fractional Cauchy reaction-diffusion model equations
  97. Solvability of New Constrained Quaternion Matrix Approximation Problems Based on Core-EP Inverses
  98. Improved finite‐time zeroing neural network for time‐varying division
  99. A New Varying-Parameter Design Formula for Solving Time-Varying Problems
  100. Solvability of some constrained matrix approximation problems using core-EP inverses
  101. Time-varying minimum-cost portfolio insurance under transaction costs problem via Beetle Antennae Search Algorithm (BAS)
  102. Weighted inner inverse for rectangular matrices
  103. Modified Variational Iteration Algorithm-II: Convergence and Applications to Diffusion Models
  104. New Perspective on the Conventional Solutions of the Nonlinear Time-Fractional Partial Differential Equations
  105. Characterizations, iterative method, sign pattern and perturbation analysis for the DMP inverse with its applications
  106. A Novel Extension of the TOPSIS Method Adapted for the Use of Single-Valued Neutrosophic Sets and Hamming Distance for E-Commerce Development Strategies Selection
  107. Analysis and Application of Modified ZNN Design With Robustness Against Harmonic Noise
  108. Computation of outer inverses of tensors using the QR decomposition
  109. A Varying-Parameter Finite-Time Zeroing Neural Network for Solving Linear Algebraic Systems
  110. Computing the Moore-Penrose inverse using its error bounds
  111. Authentication Based on the Image Encryption using Delaunay Triangulation and Catalan Objects
  112. A Hybrid Firefly and Multi-Strategy Artificial Bee Colony Algorithm
  113. A survey of gradient methods for solving nonlinear optimization
  114. Composite outer inverses for rectangular matrices
  115. Complex Varying-Parameter Zhang Neural Networks for Computing Core and Core-EP Inverse
  116. Core and core-EP inverses of tensors
  117. Characterizations, approximation and perturbations of the core-EP inverse
  118. Higher-Order ZNN Dynamics
  119. Gradient descent methods with step-size defined by multiple parameters.
  120. An improved algorithm for basis pursuit problem and its applications
  121. Further efficient hyperpower iterative methods for the computation of generalized inverses $$A_{T,S}^{(2)}$$
  122. Perturbation theory for Moore–Penrose inverse of tensor via Einstein product
  123. A class of quadratically convergent iterative methods
  124. Improved GNN Models for Constant Matrix Inversion
  125. A varying-parameter ZNN neural design for approximating generalized inverses
  126. Characterizations and representations of outer inverse for matrices over a ring
  127. Integration enhanced and noise tolerant ZNN for computing various expressions involving outer inverses
  128. Inversion and pseudoinversion of block arrowhead matrices
  129. Complex ZNN for computing time-varying weighted pseudo-inverses
  130. Zeroing Neural Network Based on the Equation AXA = A
  131. Hybrid Modification of Accelerated Double Direction Method
  132. Hybrid GNN-ZNN models for solving linear matrix equations
  133. Outer and (b,c) inverses of tensors
  134. Gradient neural dynamics for solving matrix equations and their applications
  135. New Hybrid Conjugate Gradient and Broyden–Fletcher–Goldfarb–Shanno Conjugate Gradient Methods
  136. Modified discrete iterations for computing the inverse and pseudoinverse of the time-varying matrix
  137. AN ALTERNATIVE DECOMPOSITION OF CATALAN NUMBER
  138. An interval extension of SMS method for computing weighted Moore–Penrose inverse
  139. From Zhang Neural Network to scaled hyperpower iterations
  140. An improved chaotic firefly algorithm for global numerical optimization
  141. Complex ZFs for computing time-varying complex outer inverses
  142. Orbiting triangle method for convex polygon triangulation
  143. The λ-Aluthge transform of EP matrices
  144. A Family of Iterative Methods with Accelerated Convergence for Restricted Linear System of Equations
  145. Factorizations of hyperpower family of iterative methods via least squares approach
  146. Gradient Neural Network with Nonlinear Activation for Computing Inner Inverses and the Drazin Inverse
  147. Recurrent neural network for computing the W-weighted Drazin inverse
  148. A hyperpower iterative method for computing the generalized Drazin inverse of Banach algebra element
  149. Computation of {2,4} and {2,3}-inverses based on rank-one updates
  150. Nonlinearly Activated Recurrent Neural Network for Computing the Drazin Inverse
  151. Conditions for Existence, Representations, and Computation of Matrix Generalized Inverses
  152. Application of Heuristic and Metaheuristic Algorithms in Solving Constrained Weber Problem with Feasible Region Bounded by Arcs
  153. ZNN models for computing matrix inverse based on hyperpower iterative methods
  154. Complex Neural Network Models for Time-Varying Drazin Inverse
  155. Representations and properties of theW-Weighted Drazin inverse
  156. Neural network approach to computing outer inverses based on the full rank representation
  157. Recurrent Neural Network for Computing Outer Inverse
  158. Computing outer inverses by scaled matrix iterations
  159. Computing {2,4} and {2,3}-inverses by using the Sherman–Morrison formula
  160. Computing the Pseudoinverse of Specific Toeplitz Matrices Using Rank-One Updates
  161. Neural network for computing pseudoinverses and outer inverses of complex-valued matrices
  162. On removing blur in images using least squares solutions
  163. Some Matrix Iterations for Computing Generalized Inverses and Balancing Chemical Equations
  164. On hyperpower family of iterations for computing outer inverses possessing high efficiencies
  165. Recurrent Neural Network for Computing the Drazin Inverse
  166. Recurrent Neural Network Approach Based on the Integral Representation of the Drazin Inverse
  167. Outer inverse restricted by a linear system
  168. Representations and computations of{2,3...
  169. Recent Theories and Applications in Approximation Theory
  170. A Transformation of Accelerated Double Step Size Method for Unconstrained Optimization
  171. A Novel Iterative Method for Polar Decomposition and Matrix Sign Function
  172. Application of the Least Squares Solutions in Image Deblurring
  173. Two improvements of the iterative method for computing Moore–Penrose inverse based on Penrose equations
  174. A class of numerical algorithms for computing outer inverses
  175. Generalized inverse restricted by the normal Drazin equation
  176. A note on the stability of apth order iteration for finding generalized inverses
  177. Alpha-Numeric Notation for one Data Structure in Software Engineering
  178. Accelerated Double Direction Method for Solving Unconstrained Optimization Problems
  179. Algorithms for Location Problems Based on Angular Distances
  180. Approximating the Matrix Sign Function Using a Novel Iterative Method
  181. Minimal properties of the Drazin-inverse solution of a matrix equation
  182. Application of the partitioning method to specific Toeplitz matrices
  183. Gradient methods for computing the Drazin-inverse solution
  184. An Approach to the Multi-facility Weber Problem with Special Metrics
  185. Decomposition of Catalan numbers and convex polygon triangulations
  186. An accelerated iterative method for computing weighted Moore–Penrose inverse
  187. Image deblurring process based on separable restoration methods
  188. Scalar correction method for finding least-squares solutions on Hilbert spaces and its applications
  189. Minimization of quadratic forms using the Drazin-inverse solution
  190. Removal of blur in images based on least squares solutions
  191. A Higher Order Iterative Method for Computing the Drazin Inverse
  192. Gauss–Jordan elimination method for computing outer inverses
  193. Determinantal Representation of Outer Inverses in Riemannian Space
  194. Symbolic computation of AT,S
  195. Environmental and Economic Criteria in Ranking of Copper Concentrates
  196. Full-rank representations of outer inverses based on the QR decomposition
  197. A Blending Problem in Copper Production
  198. Ballot matrix as Catalan matrix power and related identities
  199. Modified SMS method for computing outer inverses of Toeplitz matrices
  200. Comments on some recent results concerning {2, 3} and {2, 4}-generalized inverses
  201. Full-rank representations of {2, 4}, {2, 3}-inverses and successive matrix squaring algorithm
  202. Scalar Correction Method for Solving Large Scale Unconstrained Minimization Problems
  203. Effective partitioning method for computing generalized inverses and their gradients
  204. Inversion of the generalized Fibonacci matrix by convolution
  205. Iterative method for computing the Moore–Penrose inverse based on Penrose equations
  206. SINGULAR CASE OF GENERALIZED FIBONACCI AND LUCAS MATRICES
  207. Inverting linear combinations of identity and generalized Catalan matrices
  208. Symbolic implementation of interior point method for linear programming problem
  209. Differentiation of generalized inverses for rational and polynomial matrices
  210. About the generalized LM-inverse and the weighted Moore–Penrose inverse
  211. Inversion of Catalan matrix plus one
  212. Computer Algebra and Line Search
  213. Accelerated gradient descent methods with line search
  214. On the Leverrier-Faddeev algorithm for computing the Moore-Penrose inverse
  215. Catalan matrix and related combinatorial identities
  216. Extensions of Faddeev’s algorithms to polynomial matrices
  217. Generalized matrix inversion is not harder than matrix multiplication
  218. Modification and implementation of two-phase simplex method
  219. Multiplicative parameters in gradient descent methods
  220. Visualization in optimization with Mathematica
  221. Heuristic algorithm for single resource constrained project scheduling problem based on the dynamic programming
  222. Computing generalized inverses using LU factorization of matrix product
  223. Successive matrix squaring algorithm for computing outer inverses
  224. A generalization of Fibonacci and Lucas matrices
  225. Symbolic and recursive computation of different types of generalized inverses
  226. Effective partitioning method for computing weighted Moore–Penrose inverse
  227. Implementation of polynomial multi-objective optimization in Mathematica
  228. Symbolic computation of weighted Moore–Penrose inverse using partitioning method
  229. Interpolation algorithm for computing Drazin inverse of polynomial matrices
  230. Generalized inversion by interpolation
  231. Interpolation algorithm of Leverrier–Faddev type for polynomial matrices
  232. Computing generalized inverse of polynomial matrices by interpolation
  233. Stabilization of Mehrotra's primal–dual algorithm and its implementation
  234. Iterative methods for computing generalized inverses related with optimization methods
  235. Symbolic computation of the Moore–Penrose inverse using a partitioning method
  236. Some useful MATHEMATICA teaching examples
  237. Partitioning method for rational and polynomial matrices
  238. Linear Equations and Regularity Conditions on Semigroups
  239. Reverse polish notation method
  240. A modification of gradient method of convex programming and its implementation
  241. The representation and approximations of outer generalized inverses
  242. A finite algorithm for generalized inverses of polynomial and rational matrices
  243. A problem in computation of pseudoinverses
  244. A non-recursive algorithm for polygon triangulation
  245. Several modifications of simplex method
  246. Computing determinantal representation of generalized inverses
  247. On the Generalized Drazin Inverse and Generalized Resolvent
  248. On the Computation of the Drazin Inverse of a Polynomial Matrix
  249. Two direct methods in linear programming
  250. Full-rank and determinantal representation of the Drazin inverse
  251. Limit representations of generalized inverses and related methods
  252. First order gradient optimization in LISP