Követés
Dr. Muhammad Nazam
Dr. Muhammad Nazam
PhD Mathematics: Allama Iqbal Open University, Islamabad, Pakistan
E-mail megerősítve itt: aiou.edu.pk - Kezdőlap
Cím
Hivatkozott rá
Hivatkozott rá
Év
A fuzzy AHP-TOPSIS framework for the risk assessment of green supply chain implementation in the textile industry
M Nazam, J Xu, Z Tao, J Ahmad, M Hashim
International Journal of Supply and Operations Management 2 (1), 548-568, 2015
1002015
Intuitionistic fuzzy metric space
S Melliani, M Elomari, LS Chadli, R Ettoussi
Notes on intuitionistic Fuzzy sets 21 (1), 43-53, 2015
562015
Application of multi-objective optimization based on genetic algorithm for sustainable strategic supplier selection under fuzzy environment
M Hashim, M Nazam, L Yao, SA Baig, M Abrar, M Zia-ur-Rehman
Journal of Industrial Engineering and Management 10 (2), 188-212, 2017
442017
Impact of green trust and green perceived quality on green purchase intentions: A moderation study
A Wasaya, MA Saleem, J Ahmad, M Nazam, MMA Khan, M Ishfaq
Environment, Development and Sustainability 23 (9), 13418-13435, 2021
412021
NEMYTZKI-EDELSTEIN-MEIR-KEELER TYPE RESULTS IN b-METRIC SPACES
H AYDI, R BANKOVIC, I MITROVIC, M NAZAM
Discrete Dynamics in Nature and Society 2018, 2018
332018
Cauchyness and convergence in fuzzy metric spaces
V Gregori, JJ Miñana, S Morillas, A Sapena
Revista de la Real Academia de Ciencias Exactas, Físicas y Naturales. Serie …, 2017
322017
Two new types of fixed point theorems for F-contraction
SU Khan, M Arshad, A Hussain, M Nazam
Journal of Advanced Studies in Topology 7 (4), 251-260, 2016
292016
Fixed point theorems for improved alpha-Geraghty contractions in partial metric spaces
M Nazam, M Arshad, C Park
Journal of Nonlinear Science and Applications 9 (6), 4436-4449, 2016
242016
Coincidence and common fixed point theorems for four mappings satisfying (alpha (s), F)-contraction
M Nazam, M Arshad, M Postolache
Nonlinear Analysis: Modelling and Control 23 (5), 664-690, 2018
232018
On a Fixed Point Theorem with Application to Integral Equations
M Nazam, M Arshad
International Journal of Analysis 2016 (Art ID: 9843207), 7, 2016
192016
F-metric, F-contraction and common fixed-point theorems with applications
A Asif, M Nazam, M Arshad, SO Kim
Mathematics 7 (7), 586, 2019
182019
Connection of Ciric type F-contraction involving fixed point on closed ball
A Hussain, M Arshad, M Nazim
Gazi University Journal of Science 30 (1), 283-291, 2017
162017
Some fixed point results for dualistic rational contractions
M Nazam, M Arshad, M Abbas
Applied General Topology 17, 2016
152016
Fixed point theorems for weakly β-admissible pair of F-contractions with application
M Nazam, N Hussain, A Hussain, M Arshad
NONLINEAR ANALYSIS-MODELLING AND CONTROL 24 (6), 898-918, 2019
142019
Fixed point problems for generalized contractions with applications
M Nazam, C Park, M Arshad
Advances in Difference Equations 2021 (1), 1-15, 2021
132021
Existence of common fixed points of improved F-contraction on partial metric spaces
M Nazam, M Arshad, M Abbas
Applied General Topology 18 (2), 2017
122017
Fixed point theorems in ordered dualistic partial metric spaces
M Arshad, M Nazam, I Beg
Korean Journal of Mathematics 24 (2), 169-179, 2016
112016
Unlocking the sustainable production indicators: a novel tesco based fuzzy AHP approach
M Hashim, M Nazam, M Abrar, Z Hussain, M Nazim, R Shabbir
Cogent Business & Management 8 (1), 1870807, 2021
102021
Existence of Fixed Points of Four Maps for a New Generalized-Contraction and an Application
M Nazam, H Aydi, MS Noorani, H Qawaqneh
Journal of Function Spaces 2019, 2019
102019
New Type of Multivalued F-Contraction Involving Fixed Points on Closed Ball
A Hussain, M Arshad, M Nazam
J. Math. Comp. Sci. 17 (1), 246-254, 2017
102017
A rendszer jelenleg nem tudja elvégezni a műveletet. Próbálkozzon újra később.
Cikkek 1–20