CONTENTSÂ Â Â Â Â Â Â Â Â Â Â Â Â Â Â Â Â Â Â Â Â Â Â Vol. 35, No. 3, 2019
WATCHAREEPAN ATIPONRAT, SUPREEDEE DANGSKUL and ANCHALEE KHEMPHET
Coincidence point theorems for KCcontraction mappings in JSmetric spaces endowed with a directed graph pp. 263 – 272
MOSTAFA BACHAR, MOHAMED A. KHAMSI and MESSAOUD BOUNKHEL
The Opial condition in variable exponent sequence spaces lp(.) with applications pp. 273 – 279
MIRCEA BALAJ
Intersection theorems with applications in setvalued equilibrium problems and minimax theory pp. 281 – 291
VASILE BERINDE
Approximating fixed points of enriched nonexpansive mappings by Krasnoselskij iteration in Hilbert spaces pp. 293 – 304
C. E. CHIDUME, A. ADAMU and L. C. OKEREKE
Approximation of solutions of Hammerstein equations with monotone mappings in real Banach spacesÂ pp. 305 – 316
M. DARABI and J. ZAFARANI
Efficient solution and value function for nonconvex variational problems pp.Â 317 – 326
A. R. KHAN, G. C. UGWUNNADI, Z. G. MAKUKULA and M. ABBAS
Strong convergence of inertial subgradient extragradient method for solving variational inequality in Banach space pp.Â 327 – 338
JUE LU, LIWEN ZHOU, YIBIN XIAO and NANJING HUANG
A nonsmooth Stackelberg equilibrium problem via mixed variational inequalities pp. 339 – 347
NATTHAPHON ARTSAWANG and KASAMSUK UNGCHITTRAKOOL
A new forwardbackward penalty scheme and its convergence for solving monotone inclusion problems pp.Â 349 – 363
BO PENG and HONGKUN XU
A cyclic coordinateupdate fixed point algorithm pp.Â 365 – 370
PORNTIP PROMSINCHAI and NARIN PETROT
Numerical experiments on stochastic block proximalgradient type method for convex constrained optimization involving coordinatewise separable problems pp.Â 371 – 378
SHOKOUH SHAHBEYK and MAJID SOLEIMANIDAMANEH
Limiting proper minimal points of nonconvex sets in finitedimensional spaces pp.Â 379 – 384
JUKRAPONG TIAMMEE and SUTHEP SUANTAI
On solving split best proximity point and equilibrium problems in Hilbert spaces pp.Â 385 – 392
KARUNA and C. S. LALITHA
External and internal stability in set optimization using gamma convergence pp. 393 – 406
S. ATARZADEH, M. FAKHAR and J. ZAFARANI
Characterizing the Lagrange multiplier rule in nonconvex setvalued optimization pp. 407 – 416
CHANOKSUDA KHANTREE and RABIAN WANGKEEREE
On quasi approximate solutions for nonsmooth robust semiinfinite optimization problems pp. 417 – 426

On quasi approximate solutions for nonsmooth robust semiinfinite optimization problems

Characterizing the Lagrange multiplier rule in nonconvex setvalued optimization

External and internal stability in set optimization using gamma convergence

On solving split best proximity point and equilibrium problems in Hilbert spaces

Limiting proper minimal points of nonconvex sets in finitedimensional spaces

Numerical experiments on stochastic block proximalgradient type method for convex constrained optimization involving coordinatewise separable problems

A cyclic coordinateupdate fixed point algorithm

A new forwardbackward penalty scheme and its convergence for solving monotone inclusion problems

A nonsmooth Stackelberg equilibrium problem via mixed variational inequalities

Strong convergence of inertial subgradient extragradient method for solving variational inequality in Banach space

Efficient solution and value function for nonconvex variational problems

Approximation of solutions of Hammerstein equations with monotone mappings in real Banach spaces

Approximating fixed points of enriched nonexpansive mappings by Krasnoselskij iteration in Hilbert spaces

Intersection theorems with applications in setvalued equilibrium problems and minimax theory

The Opial condition in variable exponent sequence spaces l_p(.) with applications

Coincidence point theorems for KCcontraction mappings in JSmetric spaces endowed with a directed graph