Name
Affiliation
Papers
SHIV PRASAD YADAV
Department of Mathematics,Indian Institute of Technology Roorkee,Roorkee,India
38
Collaborators
Citations 
PageRank 
18
117
15.90
Referers 
Referees 
References 
178
459
359
Search Limit
100459
Title
Citations
PageRank
Year
Duality theory in Atanassov’s intuitionistic fuzzy mathematical programming problems: Optimistic, pessimistic and mixed approaches00.342021
Performance Efficiency Of Public Health Sector Using Intuitionistic Fuzzy Dea00.342020
(fI,ω)-implications and distributivity of implications on L over t-representable t-norms: The case of strict and nilpotent t-norms00.342020
Information Measures in Atanassov's Intuitionistic Fuzzy Environment and Their Application in Decision Making10.352020
Fuzzy rule-based reliability analysis using NSGA-II10.342019
Development of intuitionistic fuzzy data envelopment analysis models and intuitionistic fuzzy input–output targets00.342019
Development of intuitionistic fuzzy super-efficiency slack based measure with an application to health sector.20.362018
Modeling and optimization of multi-objective programming problems in intuitionistic fuzzy environment: Optimistic, pessimistic and mixed approaches.10.362018
Development of FDEA Models to Measure the Performance Efficiencies of DMUs20.382018
Intuitionistic fuzzy multi-objective linear programming problem with various membership functions.30.382018
A new multi-component DEA approach using common set of weights methodology and imprecise data: an application to public sector banks in India with undesirable and shared resources.20.362017
Improved DEA models in the presence of undesirable outputs and imprecise data: an application to banking industry in India00.342017
Development and optimization of unrestricted LR-type intuitionistic fuzzy mathematical programming problems.50.412017
NSGA-II based fuzzy multi-objective reliability analysis.00.342017
A new approach for solving intuitionistic fuzzy transportation problem of type-2110.662016
Fuzzy Programming Approach for Solving Intuitionistic Fuzzy Linear Fractional Programming Problem40.402016
A Fuzzy Dual SBM Model with Fuzzy Weights: An Application to the Health Sector.00.342016
Intuitionistic fuzzy transportation problem with various kinds of uncertainties in parameters and variables.30.382016
A Fully Fuzzy DEA Approach for Cost and Revenue Efficiency Measurements in the Presence of Undesirable Outputs and Its Application to the Banking Sector in India00.342016
Intuitionistic fuzzy data envelopment analysis: An application to the banking sector in India.20.362015
Technical efficiency and productivity growth in public sector hospitals of Uttarakhand (India).20.392015
Efficient approach for solving type-1 intuitionistic fuzzy transportation problem161.262015
Intuitionistic fuzzy non linear programming problem: Modeling and optimization in manufacturing systems.30.382015
A fully fuzzy approach to DEA and multi-component DEA for measuring fuzzy technical efficiencies in the presence of undesirable outputs40.422015
A fuzzy DEA model with undesirable fuzzy outputs and its application to the banking sector in India.80.452014
New slack model based efficiency assessment of public sector hospitals of Uttarakhand: state of India.40.442014
Fuzzy system reliability evaluation using time-dependent intuitionistic fuzzy set110.872013
A concept of fuzzy input mix-efficiency in fuzzy DEA and its application in banking sector230.742013
SBM-DEA Model Based Efficiency Assessment of Public Sector Hospitals in Uttarakhand, India00.342013
A new approach to solve a general system of linear inequalities based on NSGA-II.00.342012
An evolutionary approach to construct cryptographically strong Boolean functions.10.362012
A Dual SBM Model with Fuzzy Weights in Fuzzy DEA.00.342012
Design of Boolean Functions Satisfying Multiple Criteria by NSGA-II.00.342011
A Survey of Multi-index Transportation Problems and Its Variants with Crisp and Fuzzy Parameters.00.342011
Technical and Relative Efficiency Assessment of Some Private Sector Hospitals in India.00.342011
Analyzing Fuzzy System Reliability Using Arithmetic Operations on Different Types of Intuitionistic Fuzzy Numbers.00.342011
Fuzzy system reliability analysis using different types of intuitionistic fuzzy numbers.10.352011
A Multi-criteria Interval-Valued Intuitionistic Fuzzy Group Decision Making for Supplier Selection with TOPSIS Method70.462009