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Collection's Items (Sorted by Submit Date in Descending order): 1 to 20 of 30
PreviewIssue DateTitleAuthor(s)
2018-09MUTUAL UNCERTAINTY, CONDITIONAL UNCERTAINTY, AND STRONG SUBADDITIVITYSAZIM, SK; SATYABRATA, ADHIKARI; ARUN K., PATI; PANKAJ, AGRAWAL
2018-09-28Mutual uncertainty, conditional uncertainty, and strong subadditivitySazim, Sk; Adhikari, Satyabrata; Pati, Arun; Agrawal, Pankaj
2011A NOTE ON IMPROVED ESTIMATIONS FOR INTEGRATED SZASZ-MIRAKYAN OPERATORSDEO, NAOKANT; GUPTA, VIJAY
2012FASTER RATE OF CONVERGENCE ON SRIVASTAVA-GUPTA OPERATORSDEO, NAOKANT
2016STANCU-KANTOROVICH OPERATORS BASED ON INVERSE POLYA-EGGENBERGER DISTRIBUTIONDEO, NAOKANT; DHAMIJA, MINAKSHI; MICLAUS, DAN
2017CHARLIER-SZASZ-DURRMEYER TYPE POSITIVE LINEAR OPERATORSDEO, NAOKANT; DHAMIJA, MINAKSHI
2018GENERALIZED POSITIVE LINERA OPERATORS BASED ON PED AND IPEDDEO, NAOKANT; DHAMIJA, MINAKSHI
2011SIMULTANEOUS APPROXIMATION ON GENERALIZED BERNSTEIN-DURRMEYER OPERATORSDEO, NAOKANT; BHARDAWAJ, NEHA; SINGH, SURESH P.
2017APPROXIMTION BY GENERALIZED POSITIVE LINEAR KANTOROVICH OPERATORSDEO, NAOKANT; DHAMIJA, MINAKSHI
2018APPROXIMATION BY KANTOROVICH FORM OF MODIFIED SZASZ-MIRAKYAN OPERATORSDEO, NAOKANT; DHAMIJA, MINAKSHI; PRATAP, RAM
2014PIONTWISE APPROXIMATION BY BERNSTEIN TYPE OPERATORS IN MOBILE INTERVALDEO, NAOKANT; DHAMIJA, MINAKSHI; JUNG, HEE SUN
2011A NOTE ON IMPROVED ESTIMATIONS FOR INTEGRATED SZ´ASZ-MIRAKYAN OPERATORSDEO, NAOKANT; GUPTA, VIJAY
2016JAIN-DURRMEYER OPERATORS ASSOCIATED WITH THE INVERSE POLYA-EGGENBERGER DISTRIBUTIONDEO, NAOKANT; DHAMIJA, MINAKSHI
2007VORONOVSKAYA TYPE ASYMPTOTIC FORMULA FOR LUPAS¸-DURRMEYER OPERATORS1DEO, NAOKANT
2008DIRECT RESULT ON EXPONENTIAL-TYPE OPERATORSDEO, NAOKANT
2011-02SOME APPROXIMATION RESULTS FOR DURRMEYER OPERATORSDEO, NAOKANT; BHARDAWAJ, NEHA
2008ON APPROXIMATION BY A CLASS OF NEW BERNSTEIN TYPE OPERATORSDEO, NAOKANT; NOOR, MUHAMMAD ASLAM; SIDDIQUI, M.A
2013SIMULTANEOUS APPROXIMATION ON GENERALIZED BERNSTEIN-DURRMEYER OPERATORSDEO, NAOKANT; BHARDAWAJ, NEHA; SINGH, SURESH P.
2007A NOTE ON EQUIVALENT THEOREM FOR BETA OPERATORSDEO, NAOKANT
2006-02-03GRACEFUL SIGNED GRAPHS: III. THE CASE OF SIGNED CYCLES IN WHICH NEGATIVE SECTIONS FORM A MAXIMUM MACHINGACHARYA, MUKTI; SINGH, TARKESHWAR
Collection's Items (Sorted by Submit Date in Descending order): 1 to 20 of 30