Table of Contents
Articles
Subclasses of Analytic and Multivalent Functions Defined by Extended Derivative Operator of Ruscheweyh’s Type | |
Pravin Ganpat Jadhav, S. M. Khairnar | 1-11 |
Some Fixed Point Theorem for Expansive Type Mapping in Dislocated Metric Space | |
A.S. Saluja, Alkesh Kumar Dhakde, Devkrishna Magarde | 12-15 |
Analysis of Convection-Diffusion Problems at Various Peclet Numbers Using Finite Volume and Finite Difference Schemes | |
Anand Shukla, Surabhi Tiwari, Pitam Singh | 16-24 |
(C-f)- Weak Contraction in Cone Metric Spaces | |
Animesh Gupta, Sarika Jain, Reena M. Patel, Ramakant Bhardwaj | 25-29 |
(Alpha-Psi)- Construction with Q- Function for Coupled Fixed Point | |
Animesh Gupta, Sarika Jain, Reena M. Patel, Ramakant Bhardwaj | 30-38 |
Quadruple Fixed Point Theorems in Partially Ordered Metric Spaces Depended on Another Function | |
Animesh Gupta, Renu Kushwaha | 39-45 |
Tripled Common Fixed points for weak (u, Phi, Psi)- Constractions in Partially Ordered Metric Space | |
Animesh Gupta, Renu Kushwaha | 46-53 |
Fixed Point Theorem in Fuzzy Metric Space with E.A Property | |
Ashlekha Dubey, Firdous Qureshi | 54-57 |
A Method of Transformation for Generalized Hypergeometric Function 2F2 | |
Awadhesh Kumar Pandey, Ramakant Bhardwaj, Kamal Wadhwa, Nitesh Singh Thakur | 58-59 |
Some cases of reducible Generalized Hypergeometric Functions | |
Awadhesh Kumar Pandey, Ramakant Bhardwaj, Kamal Wadhwa, Nitesh Singh Thakur | 60-63 |
Chiral Knots: An Application to Synthetic Chemistry | |
DAREKAR B. S. | 64-69 |
Fixed Point Theorems for Random Variables in Complete Metric Spaces | |
Deepak Singh Kaushal | 70-76 |
Some Fixed Point Theorems with G-iteration in Normed Linear Spaces | |
Deepak Singh Kaushal | 77-80 |
Construction of Cantor Type Sets in R^2 And R^3 and Study of Their Properties | |
Divate B.B. | 81-87 |
On Semi - Symmetric Projective Connection | |
Abhay Singh, P. N. Pandey | 88-98 |
A Coefficient Inequality for the Starlike Univalent Functions in the Unit Disc with Two Fixed Points of Complex Order | |
R. K. Sharma | 99-102 |
A New Method of Constructing SRGD & Resolvable SRGD Designs | |
Garima Singh | 103-105 |
Generalization of p-Injective Rings and Projective Modules | |
D.S. Singh | 106-108 |
Common Fixed Point Theorem for Occasionally Weakly Compatible Mapping in Q-Fuzzy Metric Space | |
Firdous Qureshi, Geeta Modi | 109-112 |
He-Laplace Method for Special Nonlinear Partial Differential Equations | |
Hradyesh Kumar Mishra | 113-117 |
On Common Fixed point Theorem in Fuzzy Metric space | |
Kamal Wadhwa, Jyoti Panthi | 118-121 |
Hyers- Ulam Rassias Stability of Exponential Primitive Mapping | |
Kavita Shrivastava | 122-126 |
Boundary Value Problem and its application in I-Function of Multivariable | |
KIRTI VERMA, RAJESH SHRIVASTAVA, A.K. RONGHE | 127-132 |
Convergence of Ishikawa Iteration Process for General Class of Function | |
KOTI N.V.V.VARA PRASAD, G.V.V.Jagannadha Rao, K.V. Narasimham | 133-135 |
Common Fixed Point Theorems under Rational Inequality | |
K N V V VARA PRASAD, G V V JAGANNADHA RAO | 136-140 |
A Common Fixed Point Theorem in Menger Probibilistic Quasi- Metric Spaces | |
Manavi Kohli Arora, RAJESH SHRIVASTAVA | 141-145 |
Vedic Mathematics- a compendium of Sutras | |
Mandira Kar, Akhilesh Pathak | 146-147 |
On Fixed Point Theorem in Fuzzy Metric Spaces | |
Pankaj Tiwari, Rajesh SHRIVASTAVA, Rajendra Kumar Dubey | 148-153 |
A Common Unique Random Fixed Point Theorem in Hilbert Space using Integral Type Mappings | |
RAMAKANT BHARDWAJ, PIYUSH M. PATEL | 154-159 |
A Common Random Fixed Point Theorem for Rational Ineqality in Hilbert Space using Integral Type Mappings | |
RAMAKANT BHARDWAJ, PIYUSH M. PATEL | 160-169 |
Common Fixed Point Theorems with Continuously Subcompatible Mappings in Fuzzy Metric Spaces | |
Kamal WADHWA, FARHAN BEG | 170-179 |
A Fixed Point Theorem for Weakly C - Contraction Mappings of Integral Type | |
Pravin B. Prajapati, Ramakant Bhardwaj, S.S. Rajput, Ankur Tiwari | 180-183 |
A Common Fixed Point of Integral Type Contraction in Generalized Metric Spacess | |
Pravin B. Prajapati, Ramakant Bhardwaj, Ankur Tiwari | 184-188 |
Characterization of Function-E-Chainble Sets in Topological Space | |
PRIYA CHOUDHARY, VIJETA IYER, KIRAN SHRIVASTAVA | 189-192 |
Fixed Point and Common Fixed Point Theorems in Complete Metric Spaces | |
Pushpraj Singh Choudhary, Renu Praveen Pathak, M.K. Sahu, Ramakant Bhardwaj | 193-199 |
Common Fixed Point Theorems for Four Mappings in Fuzzy 2-Metric Spaces | |
Rajesh Tokse, Sanjay Choudhari, Kamal Wadhwa | 200-205 |
A Common Fixed Point Theorem for Six Mappings in G-Banach Space with Weak-Compatibility | |
Ranjeeta Jain | 206-211 |
Generalized Fixed Point Theorems for Compatible Mapping in Fuzzy 2-Metric Space for Integral Type Mapping | |
Rasik M. Patel, Ramakant Bhardwaj | 212-223 |
Generalized Fixed Point Theorems for Compatible Mapping in Fuzzy 3-Metric Space for Integral Type Mapping | |
Rasik M. Patel, Ramakant Bhardwaj | 224-232 |
Some Common Fixed Point Theorems For Compatible Mapping In Fuzzy Metric Spaces For Integral Type Mapping | |
Rasik M. Patel, Ramakant Bhardwaj | 233-241 |
Fractional Integration and Fractional Differentiation of the Product of M-Series and H-Function | |
Reema Tuteja, S. Jaloree, Anil Goyal | 242-246 |
Fixed Point and Common Fixed Point Theorems in Vector Metric Spaces | |
Renu Praveen Pathak, Ramakant Bhardwaj | 247-251 |
Some Fixed Point Theorems of Integral Type Satisfies Contraction | |
Renu Praveen pathak, Ramakant Bhardwaj | 252-258 |
Fixed Point Result in Probabilistic Metric Space | |
Ruchi Singh, Smriti Mehta, A D Singh | 259-262 |
A Common Fixed Point Theorem for Two Random Operators using Random Mann Iteration Scheme | |
S. Saluja, Devkrishna Magarde, Alkesh Kumar Dhakde | 263-266 |
The Fast Fourier Transform Algorithm and Its Application in Digital Image Processing | |
S. Arunachalam, S.M. Khairnar, B.S. Desale | 267-273 |
On Fixed Point theorems in Fuzzy Metric Spaces | |
Shailesh T. Patel, Ramakant Bhardwaj, Rakesh SHRIVASTAVA, Shyam Patkar, Sanjay Choudhary | 274-277 |
On Fixed Point theorems in Fuzzy Metric Spaces in Integral Type | |
Shailesh T. Patel, Ramakant Bhardwaj, Sunil Garg | 278-283 |
A Common Random Fixed Point Theorem for Rational Inequality in Hilbert Space | |
ShaileshT. Patel, Ramakant Bhardwaj, Rajesh Shrivastava | 284-288 |
On Fixed Point theorems in Fuzzy 2-Metric Spaces and Fuzzy 3-Metric Spaces | |
Shailesh T. Patel, Ramakant Bhardwaj, Neena Vijayvargiya, Shyam Patkar | 289-296 |
Coupled Fixed Point Theorems In Cone D*-Metric Space | |
Sachin V. Bedre, S. M. Khairnar, B. S. Desale | 297-304 |
Segmentation and Descriptors for Pattern | |
Praveen Shrivastava, Arvind Gupta, S.K. Vijay | 305-307 |
Optimization of Different Objective Function in Risk Assessment System | |
SHWETA SINGH, G.C. DUBEY, Rajesh SHRIVASTAVA | 308-312 |
Fixed Point Result in Menger Space with EA Property | |
Smriti Mehta, A.D. Singh, Vanita Ben Dhagat | 313-317 |
Measures of Different Reliability Parameters for a Complex Redundant System Under Head-of-Line Repair | |
Rekha Choudhary, Viresh Sharma, Sonendra Kumar Gupta | 318-325 |
Fixed Points Theorem on A Pair of Random Generalized Non-Linear Contractions | |
R.N. Yadava, Rajesh Shrivastava, S.K. Pandey | 326-332 |
Some Results Concerning Hilbert Space | |
R.N. Yadava, Rajesh Shrivastava, S.K. Pandey | 333-336 |
The Axisymmetric Indentation of Semi-Infinite Transversely Isotropic Space by Heated Annular Punch | |
S. K. Garg, M. Kumar | 337-345 |
Some Coincidence and Fixed Point Results for Hybrid Contraction | |
U. C. Gairola | 346-358 |
Fixed Point Theorems for Four Mappings in Fuzzy Metric Space using Implicit Relation | |
Kamal Wadhwa, Rashmi Tiwari, Ved Prakash Bhardwaj | 359-362 |
Coupled Fixed Point Theorem in Partially Ordered Metric Spaces | |
B R Wadkar, Basant Kumar Singh, Ramakant Bhardwaj, Ankur Tiwari | 363-371 |
Some Fixed Point Theorems in Metric Space by using Altering Distance function | |
Balaji. R. Wadkar, Basant Kumar Singh, Ramakant Bhardwaj, Ankur Tiwari | 372-380 |
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ISSN (Paper)2224-5804 ISSN (Online)2225-0522
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