All Stories

  1. A weighted nuclear norm (WNN)-based retinex DIP framework for restoring aerial and satellite images corrupted by gamma distributed speckle noise
  2. Convergence of Derivative-Free Iterative Methods with or without Memory in Banach Space
  3. Ball Convergence of Iterative Methods without Derivatives with or without Memory Relying on the Weight Operator Technique
  4. Finite dimensional realization of a parameter choice strategy for fractional Tikhonov regularization method in Hilbert scales
  5. On the Order of Convergence and the Dynamics of Werner-King's Method
  6. Order of Convergence and Dynamics of Newton–Gauss-Type Methods
  7. Extended Kantorovich theory for solving nonlinear equations with applications
  8. Order of Convergence, Extensions of Newton–Simpson Method for Solving Nonlinear Equations and Their Dynamics
  9. Local Convergence of Traub’s Method and Its Extensions
  10. Extended Semilocal Convergence for Chebyshev-Halley-Type Schemes for Solving Nonlinear Equations under Weak Conditions
  11. Finite dimensional realization of the FTR method with Raus and Gfrerer type discrepancy principle
  12. On the Order of Convergence of the Noor–Waseem Method
  13. On the complexity of convergence for high order iterative methods
  14. Extending the Applicability of Cordero Type Iterative Method
  15. Restoration and Enhancement of Aerial and Synthetic Aperture Radar Images Using Generative Deep Image Prior Architecture
  16. Projection method for Fractional Lavrentiev Regularisation method in Hilbert scales
  17. Kantorovich-type results for generalized equations with applications
  18. An extended radius of convergence comparison between two sixth order methods under general continuity for solving equations
  19. A New Parameter Choice Strategy for Lavrentiev Regularization Method for Nonlinear Ill-Posed Equations
  20. An apriori parameter choice strategy and a fifth order iterative scheme for Lavrentiev regularization method
  21. On the convergence of Homeier method and its extensions
  22. Approximating Solutions of Nonlinear Equations Using an Extended Traub Method
  23. Generalized Three-Step Numerical Methods for Solving Equations in Banach Spaces
  24. Extended Convergence of Three Step Iterative Methods for Solving Equations in Banach Space with Applications
  25. Numerical Processes for Approximating Solutions of Nonlinear Equations
  26. Extended Newton–Kantorovich Theorem for Solving Nonlinear Equations
  27. Extending the Traub Theory for Solving Nonlinear Equations
  28. A Comparison Study of the Classical and Modern Results of Semi-Local Convergence of Newton–Kantorovich Iterations-II
  29. Extending King’s Method for Finding Solutions of Equations
  30. A Comparison Study of the Classical and Modern Results of Semi-Local Convergence of Newton-Kantorovich Iterations
  31. Local convergence analysis of two iterative methods
  32. On a novel seventh convergence order method for solving nonlinear equations and its extensions
  33. On the Semi-Local Convergence of a Traub-Type Method for Solving Equations
  34. On the convergence of a novel seventh convergence order schemes for solving equations
  35. Secant-type iteration for nonlinear ill-posed equations in Banach space
  36. Extended local convergence for Newton-type solver under weak conditions
  37. Convergence Criteria of Three Step Schemes for Solving Equations
  38. On the Semi-Local Convergence of an Ostrowski-Type Method for Solving Equations
  39. Extended Kung–Traub Methods for Solving Equations with Applications
  40. Ball analysis for an efficient sixth convergence order scheme under weaker conditions
  41. Extending the Convergence of Two Similar Sixth Order Schemes for Solving Equations under Generalized Conditions
  42. Ball Convergence of a Parametric Efficient Family of Iterative Methods for Solving Nonlinear Equations
  43. Semi-local convergence of a derivative-free method for solving equations
  44. Fractional Tikhonov regularization method in Hilbert scales
  45. Local comparison between two-step methods under the same conditions
  46. Convergence Analysis of a Fifth-Order Iterative Method Using Recurrence Relations and Conditions on the First Derivative
  47. Ball Comparison Between Four Fourth Convergence Order Methods Under the Same Set of Hypotheses for Solving Equations
  48. Extending the applicability of Newton's and Secant methods under regular smoothness
  49. Extended domain for fifth convergence order schemes
  50. Extended Local Convergence for High Order Schemes Under ω-Continuity Conditions
  51. Extending the Convexity of Nonlinear Image of a Ball Appearing in Optimization
  52. On the Solution of Equations by Extended Discretization
  53. Extending the Applicability of Newton’s Algorithm with Projections for Solving Generalized Equations
  54. Direct Comparison between Two Third Convergence Order Schemes for Solving Equations
  55. On an iterative method without inverses of derivatives for solving equations
  56. Local Comparison between Two Ninth Convergence Order Algorithms for Equations
  57. High Convergence Order Q-Step Methods for Solving Equations and Systems of Equations
  58. Extended Convergence of a Two-Step-Secant-Type Method Under a Restricted Convergence Domain
  59. Local comparison of two sixth order solvers using only the first derivative
  60. Discrepancy principles for fractional Tikhonov regularization method leading to optimal convergence rates
  61. Local Convergence of Inexact Newton-Like Method under Weak Lipschitz Conditions
  62. Local convergence comparison between two novel sixth order methods for solving equations
  63. Improved semi-local convergence of the Newton-HSS method for solving large systems of equations
  64. Extending the applicability of high-order iterative schemes under Kantorovich hypotheses and restricted convergence regions
  65. Local convergence analysis of a modified Newton-Jarratt's composition under weak conditions
  66. Ball comparison for three optimal eight order methods under weak conditions
  67. Extending the Applicability of the Super-Halley-Like Method Using ω-Continuous Derivatives and Restricted Convergence Domains
  68. Extended Convergence Analysis of the Newton–Hermitian and Skew–Hermitian Splitting Method
  69. Convergence analysis for single point Newton-type iterative schemes
  70. On the complexity of extending the convergence region for Traub’s method
  71. Extending the Applicability of a Newton-Kurchatov-Type Method for Solving Non-Differentiable Equations in Banach Spaces
  72. Extended Semi-Local Convergence of Newton's Method using the Center Lipschitz Condition and the Restricted Convergence Domain
  73. Newton–Kantorovich regularization method for nonlinear ill-posed equations involving $$m-$$accretive operators in Banach spaces
  74. Expanding the applicability of an a posteriori parameter choice strategy for Tikhonov regularization of nonlinear ill-posed problems
  75. Extending the applicability of the inexact Newton-HSS method for solving large systems of nonlinear equations
  76. Unified Convergence for Multi-Point Super Halley-Type Methods with Parameters in Banach Space
  77. Third-order derivative-free methods in Banach spaces for nonlinear ill-posed equations
  78. Unified convergence analysis of frozen Newton-like methods under generalized conditions
  79. Local convergence for an eighth order method for solving equations and systems of equations
  80. Local convergence of an at least sixth-order method in Banach spaces
  81. Kantorovich-Like Convergence Theorems for Newton’s Method Using Restricted Convergence Domains
  82. On a Two-Step Kurchatov-Type Method in Banach Space
  83. Extensions of Kantorovich-type theorems for Newton’s method
  84. Two-point methods for solving equations and systems of equations
  85. Expanding the applicability of an iterative regularization method for ill-posed problems
  86. On the Influence of Center-Lipschitz Conditions in the Convergence Analysis of Multi-Point Iterative Methods
  87. Extended Newton-type iteration for nonlinear ill-posed equations in Banach space
  88. Unified Semi-Local Convergence for k—Step Iterative Methods with Flexible and Frozen Linear Operator
  89. Local convergence for composite Chebyshev-type methods
  90. Derivative Free Regularization Method for Nonlinear Ill-Posed Equations in Hilbert Scales
  91. Local Convergence Analysis of an Efficient Fourth Order Weighted-Newton Method under Weak Conditions
  92. On the complexity of choosing majorizing sequences for iterative procedures
  93. Enlarging the Ball Convergence for the Modified Newton Method to Solve Equation with Solutions of Multiplicity Under Weak Conditions
  94. Local Convergence for a Fifth Order Traub-Steffensen-Chebyshev-Like Composition Free of Derivatives in Banach Space
  95. A Unified Local Convergence for Two-Step Newton-Type Methods with High Order of Convergence under Weak Conditions
  96. Local convergence for a Chebyshev-type method in Banach space free of derivatives
  97. Numerical approximation of a Tikhonov type regularizer by a discretized frozen steepest descent method
  98. Lavrentiev's regularization method for nonlinear ill-posed equations in Banach spaces
  99. Increasing the order of convergence for iterative methods in Banach space under weak conditions
  100. Extended local convergence analysis of inexact Gauss-Newton method for singular systems of equations under weak conditions
  101. Convergence of a Tikhonov Gradient Type-Method for Nonlinear Ill-Posed Equations
  102. On the Convergence of Stirling’s Method for Fixed Points Under Not Necessarily Contractive Hypotheses
  103. Modified Minimal Error Method for Nonlinear Ill-Posed Problems
  104. Ball convergence of some iterative methods for nonlinear equations in Banach space under weak conditions
  105. Local convergence of a fifth convergence order method in Banach space
  106. Local convergence of deformed Euler–Halley-type methods in Banach space under weak conditions
  107. Local convergence for an almost sixth order method for solving equations under weak conditions
  108. Local results for an iterative method of convergence order six and efficiency index 1.8171
  109. LOCAL CONVERGENCE OF JARRATT-TYPE METHODS WITH LESS COMPUTATION OF INVERSION UNDER WEAK CONDITIONS
  110. Convergence rate results for steepest descent type method for nonlinear ill-posed equations
  111. A derivative-free iterative method for nonlinear ill-posed equations with monotone operators
  112. Expanding the applicability of inexact Newton methods using restricted convergence domains
  113. Ball convergence theorem for a Steffensen-type third-order method
  114. Local Convergence for a Frozen Family of Steffensen-Like Methods under Weak Conditions
  115. Local convergence of a multi-step high order method with divided differences under hypotheses on the first derivative
  116. Local convergence of a fast Steffensen-type method on Banach space under weak conditions
  117. Local convergence of a fast Steffensen-type method on Banach space under weak conditions
  118. On the convergence of Broyden’s method with regularity continuous divided differences and restricted convergence domains
  119. Expanding the Applicability of the Kantorovich’s Theorem for Solving Generalized Equations Using Newton’s Method
  120. Ball convergence for an eighth order efficient method under weak conditions in Banach spaces
  121. On the convergence of Newton-like methods using restricted domains
  122. Cubic convergence order yielding iterative regularization methods for ill-posed Hammerstein type operator equations
  123. Unified convergence domains of Newton-like methods for solving operator equations
  124. LOCAL CONVERGENCE FOR SOME THIRD-ORDER ITERATIVE METHODS UNDER WEAK CONDITIONS
  125. Ball convergence of some fourth and sixth-order iterative methods
  126. Local convergence of deformed Halley method in Banach space under Holder continuity conditions
  127. On a result by Dennis and Schnabel for Newton’s method: Further improvements
  128. Finite dimensional realization of a Tikhonov gradient type-method under weak conditions
  129. Ball convergence of a novel Newton-Traub composition for solving equations
  130. Local convergence of deformed Jarratt-type methods in Banach space without inverses
  131. Extending the applicability of the Gauss–Newton method for convex composite optimization using restricted convergence domains and average Lipschitz conditions
  132. Local convergence for a family of iterative methods based on decomposition techniques
  133. Finite dimensional realization of a quadratic convergence yielding iterative regularization method for ill-posed equations with monotone operators
  134. Extended Local Analysis of Inexact Gauss-Newton-like Method for Least Square Problems using Restricted Convergence Domains
  135. Local convergence for a derivative free method of order three under weak conditions
  136. Local convergence for a derivative free method of order three under weak conditions
  137. Convergence Analysis of a Three Step Newton-like Method for Nonlinear Equations in Banach Space under Weak Conditions
  138. Ball convergence for a third order method based on Newton's method and the Adomian decomposition method
  139. Ball convergence for a third order method based on Newton's method and the Adomian decomposition method
  140. Ball Convergence for Second Derivative Free Methods in Banach Space
  141. Local convergence of modified Halley-like methods
  142. Ball Convergence for Higher Order Methods under Weak Conditions
  143. On a sixth-order Jarratt-type method in Banach spaces
  144. Ball convergence of a sixth order iterative method with one parameter for solving equations under weak conditions
  145. Improved local convergence for Euler–Halley-like methods with a parameter
  146. Iterative regularization methods for nonlinear ill-posed operator equations with m-accretive mappings in banach spaces
  147. Ball Convergence for an Inverse Free Jarratt-Type Method Under Hölder Conditions
  148. Ball convergence comparison between three iterative methods in Banach space under hypothese only on the first derivative
  149. Ball convergence theorems for Maheshwari-type eighth-order methods under weak conditions
  150. Local convergence for some high convergence order Newton-like methods with frozen derivatives
  151. Local Convergence for an Efficient Eighth Order Iterative Method with a Parameter for Solving Equations Under Weak Conditions
  152. Local convergence for multi-point-parametric Chebyshev–Halley-type methods of high convergence order
  153. Ball comparison between two optimal eight-order methods under weak conditions
  154. Local convergence for deformed Chebyshev-type method in Banach space under weak conditions
  155. Ball convergence theorems for eighth-order variants of Newton’s method under weak conditions
  156. Enlarging the convergence ball of the method of parabola for finding zero of derivatives
  157. A quadratic convergence yielding iterative method for the implementation of Lavrentiev regularization method for ill-posed equations
  158. THE CONVERGENCE BALL OF INEXACT NEWTON-LIKE METHOD IN BANACH SPACE UNDER WEAK LIPSHITZ CONDITION
  159. Local Convergence for a Regula Falsi-Type Method under Weak Convergence
  160. Ball Convergence for Steffensen-type Fourth-order Methods
  161. Improved local convergence analysis of inexact Newton-like methods under the majorant condition
  162. Local convergence for a multi-point family of super-Halley methods in a Banach space under weak conditions
  163. EXPANDING THE CONVERGENCE DOMAIN FOR CHUN-STANICA-NETA FAMILY OF THIRD ORDER METHODS IN BANACH SPACES
  164. Ball convergence for Traub-Steffensen like methods in Banach space
  165. Expanding the applicability of a Two Step Newton-type projection method for ill-posed problems
  166. A derivative free iterative method for the implementation of Lavrentiev regularization method for ill-posed equations
  167. A two step newton type iteration for ill-posed Hammerstein type operator equations in Hilbert scales
  168. ON THE SEMILOCAL CONVERGENCE OF NEWTON'S METHOD FOR SECTIONS ON RIEMANNIAN MANIFOLDS
  169. An analysis of Lavrentiev regularization method and Newton type process for nonlinear ill-posed problems
  170. ON THE "TERRA INCOGNITA" FOR THE NEWTON-KANTROVICH METHOD WITH APPLICATIONS
  171. Inverse Free Iterative Methods for Nonlinear Ill-Posed Operator Equations
  172. Newton-type iterative methods for nonlinear ill-posed Hammerstein-type equations
  173. Newton Type Iteration for Tikhonov Regularization of Nonlinear Ill-Posed Problems in Hilbert Scales
  174. Local convergence of two competing third order methods in Banach space
  175. MODIFICATION OF THE KANTOROVICH-TYPE CONDITIONS FOR NEWTON'S METHOD INVOLVING TWICE FRECHET DIFFERENTIABLE OPERATORS
  176. EXTENDING THE APPLICABILITY OF NEWTON'S METHOD ON RIEMANNIAN MANIFOLDS WITH VALUES IN A CONE
  177. Newton Lavrentiev regularization for ill-posed operator equations in Hilbert scales
  178. Expanding the applicability of a modified Gauss–Newton method for solving nonlinear ill-posed problems
  179. Newton type iteration for Tikhonov regularization of non-linear ill-posed Hammerstein type equations
  180. PROJECTION METHOD FOR NEWTON-TIKHONOV REGULARIZATION FOR NON-LINEAR ILL-POSED HAMMERSTEIN TYPE OPERATOR EQUATIONS
  181. Expanding the applicability of Tikhonov's regularization and iterative approximation for ill-posed problems
  182. Expanding the applicability of Lavrentiev regularization methods for ill-posed problems
  183. On the semilocal convergence of a two-step Newton-like projection method for ill-posed equations
  184. An application of Newton-type iterative method for the approximate implementation of Lavrentiev regularization
  185. Newton-Type Iteration for Tikhonov Regularization of Nonlinear Ill-Posed Problems
  186. Gauss curvature-driven image inpainting for image reconstruction
  187. How I Treat Coccidioidomycosis
  188. Shock coupled fourth-order diffusion for image enhancement
  189. A time-dependent switching anisotropic diffusion model for denoising and deblurring images
  190. Fourth-order Gauss Curvature Driven Diffusion for Image Denoising
  191. Two-Step Newton-Tikhonov Method for Hammerstein-Type Equations: Finite-Dimensional Realization
  192. Finite Dimensional Realization of a Guass-Newton Method for Ill-Posed Hammerstein Type Operator Equations
  193. Two-Step Modified Newton Method for Nonlinear Lavrentiev Regularization
  194. Projection Scheme for Newton-Type Iterative Method for Lavrentiev Regularization
  195. A Quadratic Convergence Yielding Iterative Method for Nonlinear Ill-posed Operator Equations
  196. A FETI-DP Method for Crouzeix-Raviart Finite Element Discretizations
  197. Shock coupled coherence enhancing diffusion for robust core-point detection in fingerprints
  198. Steganalysis: Using the blind deconvolution to retrieve the hidden data
  199. Curvature driven diffusion coupled with shock for image enhancement/reconstruction
  200. Fourth-order variational model with local-constraints for denoising images with textures
  201. On convergence of regularized modified Newton's method for nonlinear ill-posed problems
  202. An iterative regularization method for ill-posed Hammerstein type operator equation
  203. A modified Newton–Lavrentiev regularization for nonlinear ill-posed Hammerstein-type operator equations
  204. Newton–Lavrentiev regularization of ill-posed Hammerstein type operator equation
  205. Newton–Tikhonov regularization of ill-posed Hammerstein operator equation
  206. Optimal order yielding discrepancy principle for simplified regularization in Hilbert scales: finite-dimensional realizations
  207. An optimal order yielding discrepancy principle for simplified regularization of ill-posed problems in Hilbert scales
  208. On a generalized arcangeli's method for tikhonov regularization with inexact data
  209. Error bounds and parameter choice strategies for simplified regularization in Hilbert scales
  210. A class of discrepancy principles for the simplified regularization of ill-posed problems
  211. Parameter choice by discrepancy principles for ill-posed problems leading to optimal convergence rates
  212. An a posteriori parameter choice for simplified regularization of ill-posed problems