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2. EXISTENCE AND MULTIPLICITY OF SOLUTIONS FOR A p(x)-KIRCHHOFF TYPE EQUATION WITH STEKLOV BOUNDARY.
3. POSITIVE SOLUTIONS FOR INTEGRAL BOUNDARY VALUE PROBLEMS OF NONLINEAR FRACTIONAL DIFFERENTIAL EQUATIONS.
4. AN OPTIMIZED MODEL FOR NEUTROSOPHIC MULTI-CHOICE GOAL PROGRAMMING.
5. BLOW-UP OF WEAK SOLUTIONS FOR A HIGHER-ORDER HEAT EQUATION WITH LOGARITHMIC NONLINEARITY.
6. BEST PROXIMITY POINTS OF MULTIVALUED GERAGHTY CONTRACTIONS.
7. ON THE VON KARMAN’S EQUATION IN THE NONLINEAR THEORY OF GAS DYNAMICS.
8. NONLINEAR COUPLED LIOUVILLE–CAPUTO FRACTIONAL DIFFERENTIAL EQUATIONS WITH A NEW CLASS OF NONLOCAL BOUNDARY CONDITIONS.
9. NONLINEAR INVERSE PROBLEM FOR IDENTIFYING A COEFFICIENT OF THE LOWEST TERM IN HYPERBOLIC EQUATION WITH NONLOCAL CONDITIONS.
10. A NOTE ON S-CURVATURE OF RANDERS MEASURE SPACES.
11. CANONICAL ALMOST GEODESIC MAPPINGS π2(e), e = ±1, OF SPACES WITH AFFINE CONNECTION ONTO m-SYMMETRIC SPACES.
12. HERMITE-HADAMARD TYPE INEQUALITIES FOR UNIFORMLY CONVEX FUNCTIONS WITH RESPECT TO GEODESIC IN HADAMARD SPACE.
13. APPROXIMATION BY APOSTOL-GENOCCHI SUMMATION-INTEGRAL TYPE OPERATORS.
14. WEIGHTED HERMITE-HADAMARD TYPE INEQUALITIES FOR DIFFERENTIABLE PREINVEX AND PREQUASIINVEX MAPPINGS.
15. AVERAGE CONSENSUS STABILITY ANALYSIS FOR STOCHASTIC MULTI-AGENT SYSTEMS WITH COMPOUND NOISES UNDER MARKOVIAN SWITCHING TOPOLOGIES.
16. EXISTENCE AND NONEXISTENCE OF POSITIVE SOLUTIONS FOR THE SECOND-ORDER m-POINT EIGENVALUE IMPULSIVE BOUNDARY VALUE PROBLEM.
17. EXISTENCE OF SOLUTIONS FOR THIRD ORDER MULTI POINT IMPULSIVE BOUNDARY VALUE PROBLEMS ON TIME SCALES.
18. GLOBAL EXISTENCE AND EXPONENTIAL DECAY OF SOLUTIONS FOR HIGHER-ORDER PARABOLIC EQUATION WITH LOGARITHMIC NONLINEARITY.
19. SINGULAR DEGENERATE NORMAL OPERATORS FOR FIRST-ORDER.
20. POSITIVE SOLUTIONS FOR SECOND ORDER IMPULSIVE DIFFERENTIAL EQUATIONS WITH INTEGRAL BOUNDARY CONDITIONS ON AN INFINITE INTERVAL.
21. SEMIPOSITONE FRACTIONAL BOUNDARY VALUE PROBLEMS WITH N POINT FRACTIONAL INTEGRAL BOUNDARY CONDITIONS.
22. EXISTENCE OF SOLUTION FOR A DIRICHLET BOUNDARY VALUE PROBLEM INVOLVING THE p(x) LAPLACIAN VIA A FIXED POINT APPROACH.
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