All Stories

  1. FUZZY DIFFERENTIAL SUBORDINATION INVOLVING GENERALIZED NOOR-RUSCHEWEYH OPERATOR
  2. Bullen-Mercer type inequalities with applications in numerical analysis
  3. Analysis and Applications of Some New Fractional Integral Inequalities
  4. I.V-CR-γ-Convex Functions and Their Application in Fractional Hermite–Hadamard Inequalities
  5. Exploration of Quantum Milne–Mercer-Type Inequalities with Applications
  6. Generalized AB-Fractional Operator Inclusions of Hermite–Hadamard’s Type via Fractional Integration
  7. Tempered Fractional Trapezium Inequalities
  8. Exponentially biconvex functions and bivariational inequalities
  9. Jensen-Mercer Type Inequalities in the Setting of Fractional Calculus with Applications
  10. New Class of Preinvex Fuzzy Mappings and Related Inequalities
  11. Some General Fractional Integral Inequalities Involving LR–Bi-Convex Fuzzy Interval-Valued Functions
  12. Inclusions Involving Interval-Valued Harmonically Co-Ordinated Convex Functions and Raina’s Fractional Double Integrals
  13. Quantum Integral Inequalities in the Setting of Majorization Theoryand Applications
  14. New Hermite–Hadamard Inequalities for Convex Fuzzy-Number-Valued Mappings via Fuzzy Riemann Integrals
  15. Some Generalized Fractional Integral Inequalities via Harmonic Convex Functions and Their Applications
  16. Novel Algorithms for Solving a System of Absolute Value Variational Inequalities
  17. Some Recent Modifications of Fixed Point Iterative Schemes for Computing Zeros of Nonlinear Equations
  18. Some q-Fractional Estimates of Trapezoid like Inequalities Involving Raina’s Function
  19. Multi-Parameter Quantum Integral Identity Involving Raina’s Function and Corresponding q-Integral Inequalities with Applications
  20. Trapezium-like Inequalities Involving k-th Order Differentiable Rγ-Convex Functions and Applications
  21. Some New Versions of Hermite–Hadamard Integral Inequalities in Fuzzy Fractional Calculus for Generalized Pre-Invex Functions via Fuzzy-Interval-Valued Settings
  22. A Study of Uniform Harmonic χ -Convex Functions with respect to Hermite-Hadamard’s Inequality and Its Caputo-Fabrizio Fractional Analogue and Applications
  23. LR-Preinvex Interval-Valued Functions and Riemann–Liouville Fractional Integral Inequalities
  24. Some New Post-Quantum Integral Inequalities Involving Twice (p, q)-Differentiable ψ-Preinvex Functions and Applications
  25. Generalized Higher Order Preinvex Functions and Equilibrium-like Problems
  26. On Iterative Methods for Solving Nonlinear Equations in Quantum Calculus
  27. New Hermite–Hadamard Inequalities in Fuzzy-Interval Fractional Calculus and Related Inequalities
  28. Ostrowski Type Inequalities Involving Harmonically Convex Functions and Applications
  29. Extended Perturbed Mixed Variational-Like Inequalities for Fuzzy Mappings
  30. Some New Ostrowski-Type Inequalities Involving σ -Fractional Integrals
  31. Inequalities for Estimations of Integrals Related to Higher-Order Strongly n -Polynomial Preinvex Functions
  32. Approximately h-preinvex functions, associated Hermite–Hadamard-like inequality, new q-identity, and estimation of its bounds with applications
  33. Grüss-type integrals inequalities via generalized proportional fractional operators
  34. Hermite-Hadamard type inequalities in the setting of k-fractional calculus theory with applications
  35. Inequalities by Means of Generalized Proportional Fractional Integral Operators with Respect to Another Function
  36. Some new fractional integral inequalities for exponentially m-convex functions via extended generalized Mittag-Leffler function
  37. Strongly Convex Functions of Higher Order Involving Bifunction
  38. Hermite-Hadamard Type Inequalities for the Class of Convex Functions on Time Scale
  39. Some Estimates for Generalized Riemann-Liouville Fractional Integrals of Exponentially Convex Functions and Their Applications
  40. Efficient analytical approach to solve system of BVPs associated with fractional obstacle problem
  41. Estimates of upper bound for a kth order differentiable functions involving Riemann–Liouville integrals via higher order strongly h-preinvex functions
  42. Generalization of Inequalities Analogous to Preinvex Functions via Extended Generalized Mittag-Leffler Functions
  43. k-Fractional Estimates of Hermite–Hadamard Type Inequalities Involving k-Appell’s Hypergeometric Functions and Applications
  44. Inequalities Pertaining Fractional Approach through Exponentially Convex Functions
  45. Some inequalities for strongly $(p,h)$-harmonic convex functions
  46. On Extended General Mittag–Leffler Functions and Certain Inequalities
  47. On a new class of convex functions and integral inequalities
  48. Some New Generalizations for Exponentially s-Convex Functions and Inequalities via Fractional Operators
  49. New Estimates for Exponentially Convex Functions via Conformable Fractional Operator
  50. Harmonic Exponential Convex Functions and Inequalities
  51. Iterative Methods for Variational Inequalities
  52. Multi-Objective Transport System Based on Regression Analysis and Genetic Algorithm Using Transport Data
  53. New Ostrowski like inequalities involving the functions having harmonic h-convexity property and applications
  54. New Quantum Hermite-Hadamard Inequalities Utilizing Harmonic Convexity of the Functions
  55. New classes of strongly exponentially preinvex functions
  56. Simpson’s type integral inequalities for ĸ-fractional integrals and their applications
  57. On approximately harmonic h-convex functions depending on a given function
  58. Certain unified integral inequalities in connection with quantum fractional calculus
  59. Some New Classes of Preinvex Functions and Inequalities
  60. Inequalities via generalized h-convex functions
  61. Simpson-Type Inequalities for Geometrically Relative Convex Functions
  62. Hermite–Hadamard inequalities and their applications
  63. Two Dimensional Harmonic Quasi Convex Functions and Integral Inequalities
  64. Gradient-type projection methods for quasi-variational inequalities
  65. Fractal Integral Inequalities for Harmonic Convex Functions
  66. Laplace Variational Method for System of Partial Differential Equations
  67. An efficient technique to solve nonlinear equations using multiplicative calculus
  68. Generalized Coordinated Nonconvex Functions and Integral Inequalities
  69. Two dimensional extensions of Hermite–Hadamard’s inequalities via preinvex functions
  70. Bounds Involving Operator s-Godunova-Levin-Dragomir Functions
  71. Gauss-Seidel type algorithms for a class of variational inequalities
  72. Harmonic beta-convex functions involving hypergeometric functions
  73. Inequalities via harmonic convex functions: conformable fractional calculus approach
  74. On (α,m,h)-Convexity
  75. Two dimensional operator preinvex functions and associated Hermite-Hadamard type inequalities
  76. Inequalities via (p, r)-convex functions
  77. Inequalities Associated with Invariant Harmonically h-Convex Functions
  78. Fractional Hermite-Hadamard inequalities containing generalized Mittag-Leffler function
  79. Existence results for trifunction equilibrium problems and fixed point problems
  80. New refinements of fractional Hermite–Hadamard inequality
  81. Integral Inequalities via α-Prinvex Functions
  82. On General Complementarity Problems
  83. Generalized geometrically convex functions and inequalities
  84. Demand Side Management in Nearly Zero Energy Buildings Using Heuristic Optimizations
  85. Generalized Hermite-Hadamard type inequalities involving fractional integral operators
  86. Bounds having Riemann type quantum integrals via strongly convex functions
  87. halida Inayat Noor, Farhat Safdar, Integral inequalities via generalized (a, m)-convex functions
  88. On bounds involving k-Appell’s hypergeometric functions
  89. Linear Combinations of Generalized q-Starlike Functions
  90. Conformable fractional Hermite-Hadamard inequalities via preinvex functions
  91. Auxiliary Principle Technique for Variational Inequalities
  92. Inequalities via strongly p-harmonic log-convex functions
  93. Integral inequalities for differentiable p-harmonic convex functions
  94. On strongly generalized convex functions
  95. Quantum Integral Inequalities for Generalized Convex Functions
  96. Quantum Integral Inequalities for Generalized Preinvex Functions
  97. Two point trapezoidal like inequalities involving hypergeometric functions
  98. A proximal method for equilibrium problems under growth conditions
  99. Revisit the over-relaxed proximal point algorithm
  100. Error Bounds for General Variational Inclusion Involving Difference of Operators
  101. Harmonic Variational Inequalities
  102. Integral Inequalities for Geometrically log-Preinvex Functions
  103. Trapezoidal like inequalities via harmonic h-convex functions on the co-ordinates in a rectangle from the plane
  104. Modified LQP Method with a New Search Direction for Nonlinear Complimentarity Problems
  105. A Descent Resolvent Method for Mixed Quasi Variational Inequalities
  106. Some New Algorithms for Solving a System of General Variational Inequalities
  107. Efficient method for solving a system of nonlinear equations
  108. General Harmonic Convex Functions and Integral Inequalities
  109. Some inequalities for functions having an s-convex derivative of superior order
  110. Some inequalities for functions having Orlicz-convexity
  111. Some Quantum Hermite–Hadamard-Type Inequalities for General Convex Functions
  112. On Parabolic Analytic Functions with Respect to Symmetrical Points
  113. Integral inequalities for two-dimensional pq-convex functions
  114. Quantum Ostrowski inequalities for q-differentiable convex functions
  115. Fractional Hermite-Hadamard inequalities for differentiable s-Godunova-Levin functions
  116. Hermite-Hadamard inequalities for differentiable p-convex functions using hypergeometric functions
  117. Some integral inequalities for p-convex functions
  118. Higher order uniformly close-to-convex functions
  119. New iterative technique for solving a system of nonlinear equations
  120. Some quantum integral inequalities via preinvex functions
  121. Some techniques for solving absolute value equations
  122. Higher order iterative schemes for nonlinear equations using decomposition technique
  123. New iterative technique for solving nonlinear equations
  124. Software SMEs’ unofficial readiness for CMMI®-based software process improvement
  125. Integral inequalities of Hermite���Hadamard type for logarithmically h-preinvex functions
  126. Evaluation of Different Integrated Pest Management Modules to Control Helicoverpa for Adaptation to Climate Change
  127. Some integral inequalities for harmonic h-convex functions involving hypergeometric functions
  128. M. A. Noor
  129. Hermite–Hadamard type inequalities for differentiable $${h_{\varphi}}$$ h φ -preinvex functions
  130. Quantum Analogues of Hermite–Hadamard Type Inequalities for Generalized Convexity
  131. Generalized Convexity and Integral Inequalities
  132. Generalized Convexity and Integral Inequalities
  133. Dynamical systems for quasi variational inequalities
  134. Some quantum estimates for Hermite–Hadamard inequalities
  135. Inclusion Properties with Applications for Certain Subclasses of Analytic Functions
  136. Inclusion Properties with Applications for Certain Subclasses of Analytic Functions
  137. Integral inequalities for (Orlicz, Breckner) co-ordinated convex functions on rectangles
  138. Some numerical methods for solving nonlinear equations by using decomposition technique
  139. Generalized fractional Hermite-Hadamard inequalities for twice differentiable s-convex functions
  140. Integral inequalities for coordinated Harmonically convex functions
  141. Three step iterative algorithms for solving a class of quasi variational inequalities
  142. Fractional Hermite-Hadamard Inequalities for some New Classes of Godunova-Levin Functions
  143. Parallel schemes for solving a system of extended general quasi variational inequalities
  144. A new decomposition technique for solving a system of linear equations
  145. Split Algorithms for New Implicit Feasibility Null-Point Problems
  146. Higher Order Close-to-Convex Functions related with Conic Domain
  147. Variational Iteration Technique and Some Methods for the Approximate Solution of Nonlinear Equations
  148. Derivative-Free Iterative Methods for Solving Nonlinear Equations
  149. A Family of Iterative Schemes for Finding Zeros of Nonlinear Equations having Unknown Multiplicity
  150. Generalized System of Variational Inequalities in Banach Spaces
  151. Geometrically Relative Convex Functions
  152. Some Classes of k-Uniformly Functions with Bounded Radius Rotation
  153. General variational inclusions involving difference of operators
  154. On Parametric Nonconvex Variational Inequalities
  155. Isolation and Identification of Multi-Drug Resistant Strains of Non-Lactose Fermenting Bacteria from Clinical Isolates
  156. On generalized spiral-like analytic functions
  157. Hermite-Hadamard inequalities for relative semi-convex functions and applications
  158. On hermite-hadamard inequalities for h-preinvex functions
  159. Some New Algorithms for Solving General Equilibrium Problems
  160. An iterative method for approximating the common solutions of a variational inequality, a mixed equilibrium problem and a hierarchical fixed point problem
  161. Some Parallel Algorithms for a New System of Quasi Variational Inequalities
  162. On a unified implicit method for variational inequalities
  163. Some New Classes of Quasi Split Feasibility Problems
  164. Global Error Minimization method for nonlinear oscillators with highly nonlinearity
  165. Sensitivity analysis of general nonconvex variational inequalities
  166. Significant Requirements Engineering Practices for Software Development Outsourcing
  167. On properties of convex fuzzy mappings
  168. Some Iterative Schemes for Solving Extended General Quasi Variational Inequalities
  169. Bayesian inference of the inverse Weibull mixture distribution using type-I censoring
  170. Higher-order iterative methods by using Householder's method for solving certain nonlinear equations
  171. Modified homotopy perturbation method for solving system of linear equations
  172. Generalized symmetric accelerated over relaxation method for solving absolute value complementarity problems
  173. Some Hermite–Hadamard type inequalities for log-h-convex functions
  174. Auxiliary Principle Technique for Solving Split Feasibility Problems
  175. On some inequalities for relative semi-convex functions
  176. General equilibrium bifunction variational inequalities
  177. New iterative methods for solving nonlinear equation by using homotopy perturbation method
  178. On the convergence rate of the over-relaxed proximal point algorithm
  179. Some algorithms for equilibrium problems on Hadamard manifolds
  180. Existence theorems for multivalued variational inequality problems on uniformly prox-regular sets
  181. Frequently occurring risks for IT outsourcing projects
  182. Projection iterative method for solving general variational inequalities
  183. VARIATION OF PARAMETERS METHOD FOR SOLVING A CLASS OF EIGHTH-ORDER BOUNDARY-VALUE PROBLEMS
  184. THREE-STEP PROJECTION METHOD FOR GENERAL VARIATIONAL INEQUALITIES
  185. Variational iteration technique for solving a system of nonlinear equations
  186. Variation of Parameters Method for Solving System of Nonlinear Volterra Integro-Differential Equations
  187. Studies on Common Solutions of a Variational Inequality and a Fixed-Point Problem
  188. Extended general bifunction variational inequalities
  189. Study on unified implicit methods for solving variational inequalities
  190. Existence Results for General Mixed Quasivariational Inequalities
  191. On general quasi-variational inequalities
  192. Some Aspects of Extended General Variational Inequalities
  193. Parametric Extended General Mixed Variational Inequalities
  194. Iterative Projection Methods for Solving Systems of General Nonconvex Variational Inequalities
  195. Existence Results for Extended General Nonconvex Quasi-variational Inequalities
  196. Nonlinear Problems: Analytical and Computational Approach with Applications
  197. Some New Classes of Extended General Mixed Quasi-Variational Inequalities
  198. Regularized Mixed Variational-Like Inequalities
  199. Proximal Point Methods for Solving Mixed Variational Inequalities on the Hadamard Manifolds
  200. Some Iterative Methods for Solving Nonconvex Bifunction Equilibrium Variational Inequalities
  201. Finite Difference Method for Solving a System of Third-Order Boundary Value Problems
  202. Explicit Iterative Method for Variational Inequalities on Hadamard Manifolds
  203. On New Proximal Point Methods for Solving the Variational Inequalities
  204. Generalized AOR Method for Solving Absolute Complementarity Problems
  205. Iterative Schemes for a Class of Mixed Trifunction Variational Inequalities
  206. Modified Noor's Extragradient Method for Solving Generalized Variational Inequalities in Banach Spaces
  207. Iterative Algorithms for General Multivalued Variational Inequalities
  208. Numerical and Analytical Methods for Variational Inequalities and Related Problems with Applications
  209. Residual Iterative Method for Solving Absolute Value Equations
  210. Implicit Schemes for Solving Extended General Nonconvex Variational Inequalities
  211. Some Proximal Methods for Solving Mixed Variational Inequalities
  212. Implicit Methods for Equilibrium Problems on Hadamard Manifolds
  213. Strong Convergence of a Modified Extragradient Method to the Minimum-Norm Solution of Variational Inequalities
  214. An Implicit Algorithm for Maximal Monotone Operators and Pseudocontractive Mappings
  215. Facilitating an Off-Site Customer in Product-Based Agile Software Development: An Industrial Case Study
  216. Convergence of a Proximal Point Algorithm for Solving Minimization Problems
  217. SOME NEW RESOLVENT METHODS FOR SOLVING GENERAL MIXED VARIATIONAL INEQUALITIES
  218. NEW ITERATIVE METHODS FOR SOLVING INTEGRAL EQUATIONS
  219. ON A NEW NUMERICAL METHOD FOR SOLVING GENERAL VARIATIONAL INEQUALITIES
  220. Applications of certain operators to the classes of analytic functions related with generalized conic domains
  221. Some iterative methods for general nonconvex variational inequalities
  222. Some iterative algorithms for solving regularized mixed quasi variational inequalities
  223. MODIFIED PROJECTION METHOD FOR GENERAL VARIATIONAL INEQUALITIES
  224. On descent-projection method for solving the split feasibility problems
  225. On analytic functions of bounded boundary rotation of complex order
  226. Some new solitonary solutions of the modified Benjamin–Bona–Mahony equation
  227. On multivalent functions of bounded radius rotations
  228. Iterative methods for solving extended general mixed variational inequalities
  229. An alternating direction method for general variational inequalities
  230. On nonconvex bifunction variational inequalities
  231. On an iterative method for solving absolute value equations
  232. Projection iterative methods for solving some systems of general nonconvex variational inequalities
  233. On certain analytic functions with bounded radius rotation
  234. Modified Variational Iteration Method for Traveling Wave Solutions of Seventh-order Generalized KdV Equations
  235. Generalized mixed quasi trifunction variational inequalities
  236. A resolvent method for solving mixed variational inequalities
  237. NEW THREE-STEP ITERATIVE METHOD FOR SOLVING MIXED VARIATIONAL INEQUALITIES
  238. Extragradient methods for solving nonconvex variational inequalities
  239. Two-Step Iterative Method for Nonconvex Bifunction Variational Inequalities
  240. Some resolvent methods for general variational inclusions
  241. A self-adaptive projection method for a class of variant variational inequalities
  242. Penalty methods for a system of constrained variational inequalities
  243. SIMPLE YET EFFICIENT ALGORITHM FOR SOLVING NONLINEAR EQUATIONS
  244. Modified Variational Iteration Method for Schrodinger Equations
  245. Exp-function method for traveling wave solutions of modified Zakharov–Kuznetsov equation
  246. Some new algorithms for solving mixed equilibrium problems
  247. An extragradient algorithm for solving general nonconvex variational inequalities
  248. An interior proximal point algorithm for nonlinear complementarity problems
  249. Comparison and Coupling of Polynomials for Flierl-Petviashivili Equation
  250. Iterative schemes for trifunction hemivariational inequalities
  251. Variational iteration method for solving twelfth-order boundary-value problems using He’s polynomials
  252. Exp-function method for traveling wave solutions of nonlinear evolution equations
  253. Iterative methods for solving general quasi-variational inequalities
  254. Bifunction hemivariational inequalities
  255. Some New Iterative Methods for Nonlinear Equations
  256. Variational Iteration Method for Solving a System of Secondorder Boundary Value Problems
  257. Some iterative methods for nonconvex variational inequalities
  258. On characterizations of preinvex fuzzy mappings
  259. Variational Iteration Method for Burgers’ and Coupled Burgers’ Equations Using He’s Polynomials
  260. Variational Iteration Method for Re-formulated Partial Differential Equations
  261. Solution of Singular Equation by He's Variational Iteration Method
  262. On the Coupling of He's Polynomials and Laplace Transformation
  263. Exp-Function Method for Generalized Travelling Solutions of Calogero-Degasperis-Fokas Equation
  264. Some Krasnonsel'skiĭ-Mann Algorithms and the Multiple-Set Split Feasibility Problem
  265. Modified mann iterations for nonexpansive semigroups in Banach space
  266. Some iterative methods for solving nonlinear equations using homotopy perturbation method
  267. Modified variational iteration technique for solving singular fourth-order parabolic partial differential equations
  268. VARIATIONAL ITERATION METHOD FOR SOLVING NONLINEAR HIGHER-ORDER INITIAL AND BOUNDARY VALUE PROBLEMS
  269. Variational iteration method for unsteady flow of gas through a porous medium using He’s polynomials and Pade approximants
  270. Self-adaptive methods for general variational inequalities
  271. VARIATION OF PARAMETERS METHOD FOR SOLVING SIXTH-ORDER BOUNDARY VALUE PROBLEMS
  272. Mixed quasi nonconvex equilibrium problems
  273. Vector nonsmooth variational-like inequalities and optimization problems
  274. On a predictor–corrector method for solving invex equilibrium problems
  275. A new logarithmic-quadratic proximal method for nonlinear complementarity problems
  276. Some iterative schemes for general mixed variational inequalities
  277. TRAVELING WAVE SOLUTIONS OF SEVENTH-ORDER GENERALIZED KdV EQUATIONS BY VARIATIONAL ITERATION METHOD USING ADOMIAN'S POLYNOMIALS
  278. Variational iteration method for solving sixth-order boundary value problems
  279. On a system of general mixed variational inequalities
  280. Projection algorithms for solving a system of general variational inequalities
  281. Modified Extragradient Methods for a System of Variational Inequalities in Banach Spaces
  282. Projection methods for nonconvex variational inequalities
  283. Projection iterative methods for extended general variational inequalities
  284. Extended general variational inequalities
  285. Some new extragradient iterative methods for variational inequalities
  286. Homotopy Perturbation Method for Solving Partial Differential Equations
  287. Some Relatively New Techniques for Nonlinear Problems
  288. Some iterative methods for solving a system of nonlinear equations
  289. On iterative methods for equilibrium problems
  290. Modified Iterative Algorithms for Nonexpansive Mappings
  291. On General Mixed Variational Inequalities
  292. On difference of two monotone operators
  293. Modified variational iteration method for solving Fisher’s equations
  294. Variational iteration technique for solving nonlinear equations
  295. Mixed quasi complementarity problems in topological vector spaces
  296. Exp-function method for generalized traveling solutions of good Boussinesq equations
  297. Numerical method for general mixed quasi-variational inequalities
  298. Some comments on: Nonlinear extended variational inequalities without differentiability: Applications and solution methods
  299. New inexact implicit method for general mixed quasi variational inequalities
  300. Modified Variational Iteration Method for Heat and Wave-Like Equations
  301. Strong convergence of three-step relaxed hybrid steepest-descent methods for variational inequalities
  302. On approximation by a class of new Bernstein type operators
  303. General Wiener–Hopf equation technique for nonexpansive mappings and general variational inequalities in Hilbert spaces
  304. On convergence criteria of generalized proximal point algorithms
  305. A new predicto-corrector method for pseudomonotone nonlinear complementarity problems
  306. Differentiable non-convex functions and general variational inequalities
  307. Homotopy perturbation method for solving sixth-order boundary value problems
  308. Modified variational iteration method for solving fourth-order boundary value problems
  309. Exp-function Method for Generalized Traveling Solutions of Master Partial Differential Equation
  310. Exp-function method for solving Kuramoto–Sivashinsky and Boussinesq equations
  311. Solution of twelfth-order boundary value problems by variational iteration technique
  312. GENERALIZED MIXED QUASI-COMPLEMENTARITY PROBLEMS IN TOPOLOGICAL VECTOR SPACES
  313. Three-step iterative methods for general variational inclusions in L P spaces
  314. Auxiliary Principle Technique for Extended General Variational Inequalities
  315. General Wiener-Hopf equations and nonexpansive mappings
  316. On iterative methods for solving a system of mixed variational inequalities
  317. Variational Iteration Method for Fifth-Order Boundary Value Problems Using He's Polynomials
  318. Variational Homotopy Perturbation Method for Solving Higher Dimensional Initial Boundary Value Problems
  319. Solution of Singular and Nonsingular Initial and Boundary Value Problems by Modified Variational Iteration Method
  320. On Self-Adaptive Method for General Mixed Variational Inequalities
  321. Some new unified iteration schemes with errors for nonexpansive mappings and variational inequalities
  322. Some resolvent iterative methods for variational inclusions and nonexpansive mappings
  323. An efficient method for fourth-order boundary value problems
  324. On modified hybrid steepest-descent methods for general variational inequalities
  325. Some iterative methods free from second derivatives for nonlinear equations
  326. New classes of iterative methods for nonlinear equations
  327. Wiener–Hopf equation technique for variational inequalities and nonexpansive mappings
  328. Numerical comparison of methods for solving a special fourth-order boundary value problem
  329. On equilibrium-like problems
  330. New family of iterative methods for nonlinear equations
  331. General variational inequalities and nonexpansive mappings
  332. Modified Householder iterative method for nonlinear equations
  333. Third-order iterative methods free from second derivatives for nonlinear equation
  334. An explicit projection method for a system of nonlinear variational inequalities with different -cocoercive mappings
  335. Three-step iterations for variational inequalities and nonexpansive mappings
  336. Modified Householder iterative method free from second derivatives for nonlinear equations
  337. Numerical solutions of third-order system of boundary value problems
  338. Modified descent-projection method for solving variational inequalities
  339. Iterative methods with fourth-order convergence for nonlinear equations
  340. Variational iteration technique for solving higher order boundary value problems
  341. A new modified Halley method without second derivatives for nonlinear equation
  342. Predictor–corrector Halley method for nonlinear equations
  343. Fifth-order iterative methods for solving nonlinear equations
  344. Strong convergence of the modified hybrid steepest-descent methods for general variational inequalities
  345. New iterative schemes for nonlinear equations
  346. Convergence of three-step iterations for asymptotically nonexpansive mappings
  347. Three-step methods for nonexpansive mappings and variational inequalities
  348. An efficient algorithm for solving fifth-order boundary value problems
  349. Numerical comparison between prediction–correction methods for general variational inequalities
  350. On an iterative algorithm for general variational inequalities
  351. On merit functions for quasivariational inequalities
  352. Improved iterative methods for solving nonlinear equations
  353. On modified Noor iterations for nonexpansive mappings
  354. Existence results for quasi variational inequalities
  355. An iterative scheme for a system of quasi variational inequalities
  356. Regularized mixed quasi equilibrium problems
  357. Modified iterative methods with cubic convergence for solving nonlinear equations
  358. Homotopy Perturbation Method for Solving Fourth-Order Boundary Value Problems
  359. Variational Iteration Decomposition Method for Solving Eighth-Order Boundary Value Problems
  360. On viscosity iterative methods for variational inequalities
  361. Three-step iterative methods for nonlinear equations
  362. Some iterative schemes for nonlinear equations
  363. On iterative methods for nonlinear equations
  364. An iterative method with cubic convergence for nonlinear equations
  365. Three-steps iterative algorithms for mixed variational inequalities
  366. Modified proximal-point method for nonlinear complementarity problems
  367. Inexact proximal point method for general variational inequalities
  368. On general hemiequilibrium problems
  369. Fourth-order convergent iterative method for nonlinear equation
  370. A new iterative method for variational inequalities
  371. Numerical methods for fourth-order fractional integro-differential equations
  372. Predictor–corrector methods for multi-valued hemiequilibrium problems
  373. Two-step iterative methods for nonlinear equations
  374. Rate of convergence in simultaneous approximation for Szász–Mirakyan–Durrmeyer operators
  375. WITHDRAWN: New Iterative Methods for Nonlinear Equations
  376. Numerical comparison of iterative methods for solving nonlinear equations
  377. Convergence of derivatives for certain mixed Szasz–Beta operators
  378. On the equivalence of the convergence criteria between modified Mann–Ishikawa and multi-step iterations with errors for successively strongly pseudo-contractive operators
  379. Quadratic non-polynomial spline approach to the solution of a system of second-order boundary-value problems
  380. Multivalued Regularized Equilibrium Problems
  381. Hemiequilibrium-like problems
  382. Projection-proximal methods for general variational inequalities
  383. Merit functions for general variational inequalities
  384. Some characterizations of strongly preinvex functions
  385. Decomposition method for solving a system of fourth-order obstacle boundary value problems
  386. Cubic splines method for solving fourth-order obstacle problems
  387. Convergence criteria of modified Noor iterations with errors for asymptotically nonexpansive mappings
  388. Mixed quasi regularized variational inequalities
  389. Fundamentals of equilibrium problems
  390. Generalized preinvex functions and their properties
  391. Mixed quasi-equilibrium-like problems
  392. Simultaneous approximation for the Phillips operators
  393. General variational inclusions inLpspaces
  394. Self-adaptive methods for mixed quasi-variational inequalities
  395. On nonconvex equilibrium problems
  396. Hemivariational-like inequalities
  397. Generalized mixed quasi-equilibrium problems with trifunction
  398. Hemivariational inequalities
  399. Some algorithms for hemiequilibrium problems
  400. Invex equilibrium problems
  401. Error bounds for general mixed quasivariational inequalities
  402. Three-step iterations for mixed quasi variational-like inequalities
  403. On a class of nonconvex equilibrium problems
  404. Predictor–corrector methods for general mixed quasi variational inequalities
  405. Numerical comparison of methods for solving parabolic equations
  406. Generalized mixed quasi-variational-like inequalities
  407. Quartic splines solutions of third-order obstacle problems
  408. Finite difference method for solving fourth-order obstacle problems
  409. Some developments in general variational inequalities
  410. Self-adaptive projection algorithms for general variational inequalities
  411. Convergence of Iterative Schemes for Multivalued Quasi-Variational Inclusions
  412. Auxiliary principle technique for multivalued mixed quasi-variational inequalities
  413. Hemiequilibrium problems
  414. Mixed quasi invex equilibrium problems
  415. Mixed quasi variational inequalities
  416. Pseudomonotone general mixed variational inequalities
  417. Multivalued general equilibrium problems
  418. On certain classes of analytic functions defined by Noor integral operator
  419. Well-posed variational inequalities
  420. Some new projection methods for variational inequalities
  421. Realtionship between Yield and Yield Contributing Traits in Sugarcane (Saccharum officinarum L.)
  422. Stability of implicit resolvent dynamical systems
  423. Implicit dynamical systems and quasi variational inequalities
  424. Some New Iterative Methods for General Mixed Variational Inequalities
  425. Forward-backward resolvent splitting methods for general mixed variational inequalities
  426. Iterative resolvent methods for general mixed variational inequalities
  427. New extragradient-type methods for general variational inequalities
  428. Three-step iterations for nonlinear accretive operator equations
  429. Quartic spline method for solving fourth order obstacle boundary value problems
  430. Implicit resolvent dynamical systems for quasi variational inclusions
  431. A Class of Projection Methods for General Variational Inequalities
  432. Fixed-Point Iterations for Asymptotically Nonexpansive Mappings in Banach Spaces
  433. A new extragradient method for pseudomonotone variational inequalities
  434. Computing the fixed-points of general mixed variational inequalities
  435. Multivalued quasi variational inclusions and implicit resolvent equations
  436. Modified resolvent splitting algorithms for general mixed variational inequalities
  437. Solvability of Multivalued General Mixed Variational Inequalities
  438. Tangent Projection Equations and General Variational Inequalities
  439. Three-Step Iterative Algorithms for Multivalued Quasi Variational Inclusions
  440. On Multivalued General Mixed Variational Inequalities
  441. Iterative schemes for quasimonotone mixed variational inequalities
  442. Numerical techniques for solving systems of second order boundary value problems
  443. New Approximation Schemes for General Variational Inequalities
  444. Equivalence of variational inclusions with resolvent equations
  445. Resolvent equations for set-valued mixed variational inequalities
  446. Splitting Methods for Pseudomonotone Mixed Variational Inequalities
  447. Variational inequalities for fuzzy mappings (III)
  448. Merit function for variational-like inequalitiets
  449. New convergence results of iterative methods for set-valued mixed variational inequalities
  450. Numerical solutions of fourth order variational inequalities
  451. On Integral Operators
  452. Projection Methods for Monotone Variational Inequalities
  453. Sensitivity Analysis for Quasi-Variational Inclusions
  454. Fourth Order Obstacle Boundary Value Problems
  455. Some Iterative Techniques For General Monotone Variational Inequalities
  456. Generalized quasi variational inequalities and implicit wiener – hopf equations*
  457. Sensitivity analysis for variational inclusions by Wiener-Hopf equation techniques
  458. Algorithms for General Monotone Mixed Variational Inequalities
  459. Generalized Set-Valued Variational Inclusions and Resolvent Equations
  460. Variational inequalities for fuzzy mappings (II)
  461. Set-Valued Resolvent Equations and Mixed Variational Inequalities
  462. On a class of multivalued variational inequalities
  463. Numerical solutions of a system of fourth order boundary value problems
  464. Auxiliary Principle for Generalized Mixed Variational-Like Inequalities
  465. Sensitivity Analysis for Variational Inequalities
  466. On certain classes of variational inequalities and related iterative algorithms
  467. General nonlinear mixed variational-link inequalities
  468. Multivalued strongly nonlinear variational inequalities
  469. Set-valued variational inequalities
  470. Fuzzy preinvex functions
  471. On a numerical method for solving obstacle problems
  472. Variational-like inequalities
  473. Some aspects of variational inequalities
  474. Variational inequalities for fuzzy mappings (I)
  475. Finite element estimates for a class of nonlinear variational inequalities
  476. An iterative algorithm for nonlinear variation inequalities
  477. General algorithm and sensitivity analysis for variational inequalities
  478. An iterative algorithm for variational inequalities
  479. SOME CLASSES OF VARIATIONAL INEQUALITIES
  480. Numerical methods for a class of contact problems
  481. On nonlinear variational inequalities
  482. Mixed variational inequalities
  483. Quintic splines method for solving contact problems
  484. Complimentarity problems in semi-inner product spaces
  485. Iterative algorithms for semi-linear quasi complementarity problems
  486. Nonlinear quasi complementarity problems
  487. Fixed point approach for complementarity problems
  488. Iterative methods for a class of complementarity problems
  489. The quasi-complementarity problem
  490. Quasi variational inequalities
  491. General variational inequalities
  492. Nonlinear variational inequalities in elastostatics
  493. Numerical techniques for a class of unilateral problems
  494. Finite difference technique for solving obstacle problems
  495. Convergence analysis of the iterative methods for quasi complementarity problems
  496. On a class of variational inequalities
  497. General nonlinear variational inequalities
  498. On the nonlinear complementarity problem
  499. Numerical solutions of unilateral problems in elasticity
  500. Finite element analysis for a class of nonlinear variational inequalities
  501. Cubic splines collocation methods for unilateral problems
  502. Iterative methods for nonlinear quasi complementarity problems
  503. An interative scheme for complementarity problems
  504. Generalized quasi complementarity problems
  505. Numerical methods for unilateral problems
  506. Error estimates for mixed finite element approximations of nonlinear problems
  507. An iterative scheme for a class of quasi variational inequalities
  508. A numerical method for unilateral problems
  509. Finite Element Approximation of Nonlinear Variational Inequalities Arising in Porous Media
  510. Mixed Finite Element Methods for Nonlinear Problems
  511. A generalization of the Lax-Milgram lemma
  512. Variational Principles