H. Nashine

发表

Identification of source term for the ill-posed Rayleigh–Stokes problem by Tikhonov regularization method

Tran Thanh Binh, N. Luc, H. Nashine, 2019, Advances in Difference Equations.

Some fixed point theorems for $(\psi -\phi )$-almost weak contractions in S-metric spaces solving conformable differential equations

R. Ibrahim, H. Nashine, G. Saluja, 2020 .

Strong and ∆-convergence theorems for total asymptotically nonexpansive mappings in CAT(0) spaces

H. Nashine, G. Saluja, Y. Singh, 2017 .

Random fixed point theorems for a finite family of asymptotically quasi-nonexpansive in the intermediate sense random operators

H. Nashine, G. Saluja, 2012 .

INVARIANT RANDOM APPROXIMATION IN NONCONVEX DOMAIN

C. L. Dewangan, H. Nashine, R. Shrivastava, 2012 .

EXISTENCE OF COMMON RANDOM FIXED POINT AND RANDOM BEST APPROXIMATION FOR NON-COMMUTING RANDOM OPERATORS

H. Nashine, 2010 .

Common Random Fixed Point and Random Best Approximation

H. Nashine, 2005 .

Fixed point results for mappings satisfying (ψφ)-weakly contractive condition in ordered partial metric spaces

H. Nashine, 2013 .

Coupled coincidence points for compatible mappings satisfying mixed monotone property

B. Samet, C. Vetro, H. Nashine, 2012 .

Mathematica Moravica Vol . 14-1 ( 2010 ) , 101 – 111 Convergence of Common Fixed Point for Asymptotically Quasi-Nonexpansive Mappings in Convex Metric Spaces

H. Nashine, G. Saluja, 2010 .

APPROXIMATING COMMON FIXED POINTS OF ONE-STEP ITERATIVE SCHEME WITH ERROR FOR NON-SELF ASYMPTOTICALLY NONEXPANSIVE IN THE INTERMEDIATE SENSE MAPPINGS

H. Nashine, G. Saluja, 2010 .

Existence of common best proximity points of generalized $S$-proximal contractions

Z. Kadelburg, H. Nashine, 2017 .

A generalization of Banachs contraction principle for nonlinear contraction in a partial metric space

H. Nashine, W. Shatanawi, 2012 .

Hybrid time-space dynamical systems of growth bacteria with applications in segmentation.

R. Ibrahim, N. Kamaruddin, H. Nashine, 2017, Mathematical biosciences.

Recent Developments on Fixed Point Theory in Function Spaces and Applications to Control and Optimization Problems

M. Frigon, C. Vetro, M. Abbas, 2015 .

Solvability of fractional dynamic systems utilizing measure of noncompactness

R. Ibrahim, M. Rabbani, H. Nashine, 2020, Nonlinear Analysis: Modelling and Control.

Existence of local fractional integral equation via a measure of non-compactness with monotone property on Banach spaces

R. Agarwal, R. Ibrahim, N. Can, 2020 .

COMMON FIXED POINT AND BEST APPROXIMATION FOR BANACH OPERATOR PAIRS IN NON-STARSHAPED DOMAIN

H. Nashine, 2009 .

Common fixed point and best approximation for Banach operator pairs in non-starshaped domain

H. Nashine, 2009 .

Fixed Point Results for Cyclic Contractive Mappings and Application to Volterra Integral Equations

H. Nashine, A. K. Sharma, S. S. Bellale, 2015 .

Fixed Point Theorems Using Cyclic Weaker Meir-Keeler Functions in Partial Metric Spaces

Z. Kadelburg, H. Nashine, 2014 .

Weaker cyclic (φ,φ)-contractive mappings with an application to integro-differential equations

Z. Kadelburg, H. Nashine, 2013 .

FIXED POINT THEOREMS VIA VARIOUS CYCLIC CONTRACTIVE CONDITIONS IN PARTIAL METRIC SPACES

Z. Kadelburg, S. Radenović, H. Nashine, 2013 .

Weaker cyclic (phi,phi)-contractive mappings with an application to integro-differential equations

Z. Kadelburg, H. Nashine, 2013 .

Cyclic Contractions and Fixed Point Results via Control Functions on Partial Metric Spaces

Z. Kadelburg, H. Nashine, 2013 .

COMMON FIXED POINT THEOREMS IN ORDERED MENGER SPACES

H. Nashine, Animesh Gupta, 2015 .

Moments solution of fractional evolution equation found by new Krasnoselskii type fixed point theorems

Ravi P. Agarwal, Rabha W. Ibrahim, Hemant Kumar Nashine, 2021, Fixed Point Theory.

Coupled common fixed point results in ordered G-metric spaces

H. Nashine, 2012 .

COMMON COUPLED FIXED POINT RESULTS IN PARTIALLY ORDERED G-METRIC SPACES

Z. Kadelburg, S. Radenović, H. Nashine, 2012 .

Fixed point theorems under weakly contractive conditions via auxiliary functions in ordered $G$-metric spaces

H. Nashine, A. Sharma, 2018 .

COINCIDENCE AND FIXED POINT RESULTS UNDER GENERALIZED WEAKLY CONTRACTIVE CONDITION IN PARTIALLY ORDERED G-METRIC SPACES

Z. Kadelburg, S. Radenović, H. Nashine, 2013 .

Common fixed point theorem for generalized nonexpansive mappings on ordered orbitally complete metric spaces and application

R. Agarwal, H. Nashine, 2017 .

AN IMPLICIT ITERATION SCHEME WITH ERRORS FOR COMMON FIXED POINTS OF GENERALIZED ASYMPTOTICALLY QUASI-NONEXPANSIVE MAPPINGS

Yao, Vijay Gupta, H. Nashine, 2011 .

Common fixed point theorems for four mappings through generalized altering distances in ordered metric spaces

H. Aydi, H. Nashine, 2012 .

Common fixed point theorems on orbitally complete ordered metric spaces via asymptotic regularity

M. Imdad, M. Asim, H. Nashine, 2020 .

Some New Fixed Point Theorems in Partial Metric Spaces with Applications

R. Pant, H. Nashine, R. Panicker, 2017 .

Positive solutions of fractional integral equations by the technique of measure of noncompactness

R. Agarwal, M. de La Sen, H. Nashine, 2017, Journal of Inequalities and Applications.

Solution of a fractal energy integral operator without body force using measure of noncompactness

R. Ibrahim, N. Can, H. Nashine, 2020 .

Tripled fixed point results via a measure of noncompactness with applications

R. Ibrahim, H. Nashine, R. Arab, 2019, Asian-European Journal of Mathematics.

Existence of solutions to nonlinear functional-integral equations via the measure of noncompactness

H. Nashine, R. Arab, 2018 .

Fixed Point Theorems via MNC in Ordered Banach Space with Application to Fractional Integro-differential Evolution Equations

R. Agarwal, He Yang, H. Nashine, 2017 .

Solution and Stability of Quartic Functional Equations in Modular Spaces by Using Fatou Property

K. Tamilvanan, H. Nashine, N. Uthirasamy, 2022, Journal of Function Spaces.

On an inversion-free algorithm for the nonlinear matrix problem X α + A ∗ X − β A + B ∗ X − γ B = I ,

F. Soleymani, H. Nashine, Sourav Shil, 2022, International Journal of Computer Mathematics.

Common fixed point theorems under weakly Hardy–Rogers-type contraction conditions in ordered orbitally complete metric spaces

Z. Kadelburg, H. Nashine, 2014 .

Generalized nonexpansive mappings in ordered metric spaces and their (common) fixed points with applications

Z. Kadelburg, H. Nashine, 2014 .

Common Fixed Points via Weakly $(\psi, S; C)$-Contraction Mappings on Ordered Metric Spaces and Application to Integral Equations

H. Nashine, 2013 .

Common fixed point of mappings satisfying implicit contractive conditions in TVS-valued ordered cone metric spaces

M. Abbas, H. Nashine, 2013 .

Common fixed point theorems under implicit relations on ordered metric spaces and application to integral equations

H. Nashine, 2013 .

Common fixed points for generalized (v,o)-weak contractions in ordered cone metric spaces

H. Aydi, H. Nashine, 2013 .

Advances in Fixed Point Theory , 3 ( 2013 ) , No . 1 , 29-48 ISSN : 1927-6303 COMMON FIXED POINTS FOR SOME VARIANTS OF WEAKLY CONTRACTION MAPPINGS IN PARTIALLY ORDERED METRIC SPACES

B. Dhage, H. Nashine, V. S. Patil, 2013 .

Fixed point theorems under Hardy-Rogers contractive conditions on 0-complete ordered partial metric spaces

J. Kim, Z. Kadelburg, S. Radenović, 2012 .

Common fixed point theorems for weakly increasing mappings on ordered orbitally complete metric spaces

Z. Kadelburg, H. Ding, H. Nashine, 2012 .

Common fixed point theorems for four mappings through generalized altering distances in ordered metric spaces

H. Aydi, H. Nashine, 2012, ANNALI DELL'UNIVERSITA' DI FERRARA.

Common fixed points for generalized (ψ, φ)-weak contractions in ordered cone metric spaces

H. Aydi, H. Nashine, 2012 .

Nonlinear generalized cyclic contractions in complete G-metric spaces and applications to integral equations

Z. Kadelburg, H. Nashine, 2013 .

Common Fixed Point Results Using Generalized Altering Distances on Orbitally Complete Ordered Metric Spaces

Hemant Kumar Nashine, Zoran Kadelburg, Zorana Golubovic, 2012, Journal of Applied Mathematics.

Solution to Fredholm integral inclusions via (F, δb)-contractions

Z. Kadelburg, R. Agarwal, H. Nashine, 2016 .

Fixed point theorems in orbitally $$0$$0-complete partial metric spaces via rational contractive conditions

Z. Kadelburg, W. Sintunavarat, P. Kumam, 2015 .

BHASKAR-LAKSHMIKANTHAM TYPE COUPLED FIXED POINT RESULTS FOR RATIONAL CONTRACTIVE EXPRESSION USING g-MONOTONE MAPPING

H. Nashine, Anita Gupta, 2016 .

Common fixed point theorems satisfying integral type rational contractive conditions and applications

H. Nashine, 2015 .

Study of Fixed Point Theorem for Common Limit Range Property and Application to Functional Equations

H. Nashine, 2014 .

Fixed point theorems for cyclic self-maps involving weaker Meir-Keeler functions in complete metric spaces and applications

S. Romaguera, H. Nashine, 2013, Fixed Point Theory and Applications.

COMMON FIXED POINT FOR A PAIR OF MAPS IN COMPLEX VALUED METRIC SPACES

H. Nashine, 2013 .

Nonlinear cyclic weak contractions in G-metric spaces and applications to boundary value problems

Z. Kadelburg, H. Nashine, Z. Golubovic, 2012, Fixed Point Theory and Applications.

Common positive solutions for two non-linear matrix equations using fixed point results in b-metric-like spaces

Z. Kadelburg, H. Nashine, Sourav Shil, 2021, Aequationes mathematicae.

Positive solutions of nonlinear fractional differential equations in non-zero self-distance spaces

R. Agarwal, H. Nashine, Anita Gupta, 2017 .

FIXED POINT RESULTS IN ORBITALLY 0-σ-COMPLETE METRIC-LIKE SPACES VIA RATIONAL CONTRACTIVE CONDITIONS

Z. Kadelburg, H. Nashine, A. Sharma, 2016 .

Fixed point results for mappings satisfying (ψ,φ)-weakly contractive condition in partially ordered metric spaces

Hemant Kumar Nashine, Bessem Samet, B. Samet, 2011 .

Discussion on the existence of mild solution for fractional derivative by Mittag–Leffler kernel to fractional stochastic neutral differential inclusions

K. Thilagavathi, A. Singh, K. Nisar, 2022, Alexandria Engineering Journal.

Identification of source term for the ill-posed Rayleigh–Stokes problem by Tikhonov regularization method

N. Luc, H. Nashine, L. Long, 2019, Advances in Difference Equations.

SOME FIXED POINT THEOREMS VIA COMMON LIMIT RANGE PROPERTY IN NON-ARCHIMEDEAN MENGER PROBABILISTIC METRIC SPACES

Z. Kadelburg, H. Nashine, 2015 .

Common fixed point theorems for weakly isotone increasing mappings in ordered partial metric spaces

Stojan Radenovic, Hemant Kumar Nashine, Zoran Kadelburg, 2013, Math. Comput. Model..

Generalization of Some Coupled Fixed Point Results on Partial Metric Spaces

Hemant Kumar Nashine, Wasfi A. Shatanawi, Nedal Tahat, 2012, Int. J. Math. Math. Sci..

Best Proximity Point Results via Simulation Functions in Metric-Like Spaces

Z. Kadelburg, H. Nashine, G. Rao, 2020 .

Cyclic generalized φ-contractions in b-metric spaces and an application to integral equations

Z. Kadelburg, H. Nashine, 2014 .

On a Fixed Point for Generalized Contractions in Generalized Metric Spaces

Hassen Aydi, Wasfi Shatanawi, Hemant Kumar Nashine, 2012 .

Monotone solutions of iterative fractional equations found by modified Darbo-type fixed-point theorems

R. Ibrahim, H. Nashine, 2017 .

Best proximity point results and application to a system of integro-differential equations

M. de La Sen, R. Ibrahim, H. Nashine, 2021, Advances in Difference Equations.

Generalization of Darbo-Type Fixed Point Theorem and Applications to Integral Equations

Mohsen Rabbani, Rabha W. Ibrahim, Hemant Kumar Nashine, 2021 .

Solvability of functional-integral equations (fractional order) using measure of noncompactness

N. Can, H. Nashine, R. Arab, 2020 .

Solutions of Nonlinear Volterra and Fredholm Integral Equations for Generalized Cyclic Contraction mappings

H. Nashine, A. Gupta, 2016 .

Common fixed point theorems for generalized contraction involving rational expressions in complex valued metric spaces

B. Fisher, H. Nashine, 2015 .

Common fixed point theorems under rational contractions in complex valued metric spaces

M. Imdad, H. Nashine, M. Hasan, 2015 .

Fixed point theorems for fuzzy mappings and applications to ordinary fuzzy differential equations

Poom Kumam, Hemant Kumar Nashine, Wiyada Kumam, 2014 .

New fixed point results for maps satisfying implicit relations on ordered metric spaces and application

Ishak Altun, Hemant Kumar Nashine, H. Nashine, 2014, Appl. Math. Comput..

A fixed point theorem for (φ,L )-weak contraction mappings on a partial metric space

Z. Kadelburg, C. Vetro, H. Nashine, 2014 .

Fixed point results for cyclic contraction satisfying generalized altering distances and application

Salvador Romaguera Bonilla, H. Nashine, 2014 .

FIXED POINTS AND CYCLIC CONTRACTION MAPPINGS UNDER IMPLICIT RELATIONS AND APPLICATIONS TO INTEGRAL EQUATIONS

H. Nashine, 2014 .

Existence of best proximity points: global optimal approximate solution

H. Nashine, 2013 .

Generalized nonexpansive mappings in ordered metric spaces and their (common) fixed points with applications

Z. Kadelburg, H. Nashine, 2013, Revista de la Real Academia de Ciencias Exactas, Fisicas y Naturales. Serie A. Matematicas.

Coupled fixed point theorems for contractions involving altering distances in ordered metric spaces

H. Aydi, H. Nashine, 2013, Mathematical Sciences.

Coupled fixed point theorems for contractions involving altering distances in ordered metric spaces

Hassen Aydi, Hemant Kumar Nashine, H. Aydi, 2013 .

Solutions for a class of nonlinear Volterra integral and integro-differential equation using cyclic (φ,ψ,θ)-contraction

P. Kumam, H. Nashine, R. Pathak, 2013 .

Best proximity point theorems for rational proximal contractions

C. Vetro, P. Kumam, H. Nashine, 2013 .

Common fixed points for some variants of weakly contraction mappings in partially ordered metric spaces

B. Dhage, H. Nashine, V. S. Patil, 2013 .

Cyclic generalized contractions and fixed point results with applications to an integral equation

W. Sintunavarat, P. Kumam, H. Nashine, 2012 .

Modified ψ-contractive mappings in ordered metric spaces and applications

Z. Kadelburg, H. Nashine, Z. Golubovic, 2012 .

Cyclic generalized ψ-weakly contractive mappings and fixed point results with applications to integral equations

H. Nashine, 2012 .

Fixed Point Theorems in Partially Ordered Metric Spaces and Existence Results for Integral Equations

Hemant Kumar Nashine, Bessem Samet, Calogero Vetro, 2012 .

Implicit-Relation-Type Cyclic Contractive Mappings and Applications to Integral Equations

Poom Kumam, Hemant Kumar Nashine, Zoran Kadelburg, 2012 .

Fixed Point Theorem for Cyclic Chatterjea Type Contractions

Erdal Karapinar, Hemant Kumar Nashine, E. Karapınar, 2012, J. Appl. Math..

New fixed point theorems for mappings satisfying a generalized weakly contractive condition with weaker control functions

Hemant Kumar Nashine, H. Nashine, 2012 .

Coupled common fixed point theorems for a pair of commuting mappings in partially ordered complete metric spaces

Hemant Kumar Nashine, Wasfi A. Shatanawi, H. Nashine, 2011, Comput. Math. Appl..

Fixed point theorems in partially ordered Banach spaces with applications to nonlinear fractional evolution equations

R. Agarwal, He Yang, H. Nashine, 2017 .

Existence and convergence results for monotone nonexpansive type mappings in partially ordered hyperbolic metric spaces

Z. Kadelburg, R. Pant, Rahul Shukla, 2017 .

Darbo type fixed and coupled fixed point results and its application to integral equation

Ravi P. Agarwal, Reza Arab, Ali Shole Haghighi, 2017, Periodica Mathematica Hungarica.

Positive solutions of fractional integral equations by the technique of measure of noncompactness

R. Agarwal, M. de La Sen, H. Nashine, 2017, Journal of inequalities and applications.

Fixed point results via modified ω-distance and an application to networks communication

R. Ibrahim, H. Nashine, L. Dey, 2022, Filomat.

Coincidence and common fixed point results in partially ordered cone metric spaces and applications

Hassen Aydi, Hemant Kumar Nashine, Bessem Samet, 2011 .

Local Fractional Calculus to Design the Growth System of Covid-19 Using Measure of Non-compactness

Rabha W. Ibrahim, Hemant Kumar Nashine, R. Ibrahim, 2021, Infosys Science Foundation Series.

An application of fixed point theorem to best approximation in locally convex space

Hemant Kumar Nashine, Mohammad Saeed Khan, H. Nashine, 2010, Appl. Math. Lett..

Latest Inversion-Free Iterative Scheme for Solving a Pair of Nonlinear Matrix Equations

Hemant Kumar Nashine, Sourav Shil, H. Nashine, 2021, Journal of Mathematics.

SOLUTION OF SYSTEMS OF URYSOHN INTEGRAL EQUATIONS ARISING FROM THE EXECUTION OF FIXED POINT METHOD IN COMPLEX VALUED METRIC SPACES

R. Agarwal, W. Sintunavarat, H. Nashine, 2018 .

Common fixed point theorems via common limit range property in symmetric spaces under generalized Φ-contractions

Z. Kadelburg, H. Nashine, 2015 .

A fixed point result via new condensing operator and its application to a system of generalized proportional fractional integral equations

H. Nashine, Anupam Das, R. Jain, 2023, Journal of Pseudo-Differential Operators and Applications.

Best Proximity Point Results via Measure of Noncompactness and Application

Hemant Kumar Nashine, Deepesh Kumar Patel, Reza Arab, 2021 .

Coupled Coincidence Point Theorems in Partially Ordered Metric Spaces

H. Nashine, N. Metiya, B. S. Choudhury, 2013 .

Some new common fixed point results through generalized altering distances on partial metric spaces

Z. Kadelburg, S. Radenović, H. Nashine, 2012 .

Random Fixed Points and Invariant Random Approximation in Non-Convex Domains

H. Nashine, 2008 .

NEW RANDOM FIXED POINT RESULTS FOR GENERALIZED ALTERING DISTANCE FUNCTIONS

H. Nashine, 2011 .

Random coincidence points, invariant approximation theorems, nonstarshaped domain and q-normed spaces

H. Nashine, 2010 .

Random approximation for non-commuting random operators in q-normed spaces

H. Nashine, 2008 .

End-Point Results for Multivalued Mappings in Partially Ordered Metric Spaces

Ismat Beg, Hemant Kumar Nashine, Ismat Beg, 2012, Int. J. Math. Math. Sci..

Coincidence and fixed point results in ordered G-cone metric spaces

Stojan Radenovic, Hemant Kumar Nashine, Zoran Kadelburg, 2013, Math. Comput. Model..

Common fixed points for generalized contractive mappings in cone metric spaces

H. Aydi, H. Nashine, 2012 .

Fixed Point Theorems for Generalized Weakly Contractive Condition in Ordered Metric Spaces

Ishak Altun, Hemant Kumar Nashine, H. Nashine, 2011 .

Fixed point theorems under Hardy-Rogers contractive conditions on 0-complete ordered partial metric spaces

J. Kim, Z. Kadelburg, S. Radenović, 2012 .

Generalized Altering Distances and Common Fixed Points in Ordered Metric Spaces

Hassen Aydi, Hemant Kumar Nashine, H. Aydi, 2012, Int. J. Math. Math. Sci..

Fixed Point Theorems for a Pair of Mappings Satisfying a Generalized Weakly Contractive Condition in Ordered Metric Spaces

H. Nashine, I. Altun, 2012 .

Fixed point results for contractions involving generalized altering distances in ordered metric spaces

Hemant Kumar Nashine, Bessem Samet, Jong Kyu Kim, 2011 .

Fixed point results for mappings satisfying ( ? , f ) -weakly contractive condition in partially ord

B. Samet, H. Nashine, 2011 .

Existence of solutions of system of functional-integral equations using measure of noncompactness

Ravi P. Agarwal, Hemant Kumar Nashine, Reza Arab, 2021 .

Existence of solutions to nonlinear functional-integral equations via the measure of noncompactness

H. Nashine, R. Arab, 2018, Journal of Fixed Point Theory and Applications.

Monotone solutions of iterative fractional equations found by modified Darbo-type fixed-point theorems

R. Ibrahim, H. Nashine, 2017, Journal of Fixed Point Theory and Applications.

Extension of Darbo’s fixed point theorem via shifting distance functions and its application*

H. Nashine, Anupam Das, 2022 .

A Solution of the System of Integral Equations in Product Spaces via Concept of Measures of Noncompactness

Rabha W. Ibrahim, Hemant Kumar Nashine, Reza Arab, 2021 .

$$\mathcal {H}^+$$H+-multivalued contractions and their application to homotopy theory

Z. Kadelburg, H. Nashine, R. Agarwal, 2017 .

Convergence of modified S-iteration process for two asymptotically nonexpansive mappings in the intermediate sense in CAT(0) spaces

H. Nashine, G. Saluja, Poom Kumam, 2014 .

Convergence of Multi-step Iterates with Errors for Uniformly Quasi-Lipschitzian Mappings

H. Nashine, G. Saluja, 2012 .

CONVERGENCE THEOREMS OF FIXED POINT FOR GENERALIZED ASYMPTOTICALLY QUASI-NONEXPANSIVE MAPPINGS IN BANACH SPACES

H. Nashine, 2010 .

Convergence of an implicit iteration process for a finite family of asymptotically quasi-nonexpansive mappings in convex metric spaces

H. Nashine, G. Saluja, 2010 .

CONVERGENCE THEOREMS OF MULTI-STEP ITERATIVE SCHEMES WITH ERRORS FOR ASYMPTOTICALLY QUASI-NONEXPANSIVE TYPE NONSELF MAPPINGS

J. Kim, H. Nashine, G. Saluja, 2010 .

Extended Branciari quasi-b-distance spaces, implicit relations and application to nonlinear matrix equations

Vahid Parvaneh, H. Nashine, R. Jain, 2021, Journal of Inequalities and Applications.

An Implicit Relation Approach in Metric Spaces under w -Distance and Application to Fractional Differential Equation

Hemant Kumar Nashine, Santosh Kumar, Reena Jain, 2021 .