Prof. H.C. Taneja

 

Qualifications: M.Sc, Ph.D.

Specialisation: Information Theory

E-Mail: hctaneja@dce.ac.in

Publications:

List of Papers in the Conferences

  1. Characterization of Quantitative-Qualitative Measures of Inaccuracy, Presented at 51 st Annual Conference of the Indian Mathematical Society held at University of Cochin, 1985.
  2. Characterization of The Qualitative-Qualitative Measures of Inaccuracy for Discrete Generalized Probability Distributions, Presented at 52 nd Annual Conference of The Indian Mathematical Society held at Jaipur, Dec., 1986.
  3. Information Transmission Across Cascaded Channels and Equivocation Inequality, Presented at 53 rd Annual Conference of The Indian Mathematical Society held at Gorakhpur, Dec., 1987.
  4. Inaccuracy and the Best 1:1 code, Presented at U.G.C. Sponsored Symposium on “Recent Advances in Stochastic Models and Related Fields” held at Department of Mathematics, M.D. University, Rohtak, March, 1989.
  5. Unbiased Multivariated Estimator for Finite Populations, Presented at the 43 rd Annual Conference of The Indian Society of Agricultural Statistics held at H.A.U., Hissar, D ec., 1989.
  6. On Generalized Useful Inaccuracy, Presented at National Symposium on “Raman Spectroscopy and Entropy Application” held at Sahibabad, March, 1991. “The Weighted Channel Performance of a D.M.C.” Presented at National Symposium on “Optimization Techniques and Applications” held at Thiagarajan College of Engineering, Madurai, July, 1992.
  7. The Weighted Channel Performance of a D.M.C. under multiple constraints. Presented at International Conference held at A.M.U., Aligarh Nov. 2-4, 1993.
  8. A Class of Quantitative-Qualitative Measures of Directed-Divergence. Presented at First Annual Conference of Indian Society of Inf. Th. and Appl. and National Symp. on Stochastic Processes and their applications held at Deptt. of Stat., M.D. University, Rohtak from Feb. 3-5, 1996.
  9. “A New Quantitative-Qualitative Measure of Directed Divergence”. Presented at 2 nd Annual Conference of ISITA and National Symp. in University, Hissar, Feb. 7-9, 1997.
  10. “On Various Measures of Fuzziness”. Presented at National Symposium on Stochastic Modelling & Operations Management held at Deptt. of Stat. & O.R., K.U., Kurukshetra from 19-21 Oct., 2000.
  11. A Class of Quantitative-Qualitative Measures of Directed-Divergence, Presented at the 2002 AFSS International Conference on Fuzzy Systems held at ISI Calcutta 3-6 Feb, 2002.

Research Publications

  1. S. Sivaprasad Kumar, V. Ravichandran and H. C. Taneja; Meromorphic Functions with positive coefficients defined using convolution, Journal of Inequalities in Pure and Applied Mathematics, 6 (2) (2005), Article No. 58.
  2. S. Sivaprasad Kumar, V. Ravichandran and H. C. Taneja, Classes of Multivalent Functions Defined by Linear Operators, Kyungpook Mathematics Journal, to appear. On the Quantitative-Qualitative Measure of Relative Information, Information Sciences 33 (1984), 223-227.
  3. Characterization of a Quantitative-Qualitative Measure of Relative Information, Information Sciences 33 (1984), 217, 222.
  4. On Characterization of Generalized Measures of ‘Useful’ Information Soochow J. of Maths 9 (1983), 221-230.
  5. Three Generalized Measures of ‘Useful’ Information, J.Indian Soc. Statist. Oper. Res. 2 (1981), 25-31.
  6. On Measures of Relative ‘Useful’ Information, Kybernetika 21 (1985), 148-156. On the Mean and Variance of Estimates of Kulback Information and Relative ‘Useful’ Information Measures, Aplikace Matematiki, 30 (1985), 166-175. Coding Theorems on a Generalized ‘Useful’ Information, Soochow J. of Maths. 11 (1985), 123-131.
  7. Characterization of Quantitative-Qualitative Measure of Inaccuracy, Kybernetika 22 (1986), 393-402.
  8. Sub-Additive Measures in Relative ‘Useful’ Information, Tamkang J. of Mathematics 17 (1986), 97-104.
  9. On Weighted Capacity of Discrete Channel, Soochow J. of Mathematics 14 (1988), 239-244.
  10. Characterization of the Quantitative-Qualitative Measure of Inaccuracy for Discrete Generalized Probability Distribution, Communication in Statistics, Theory and Methods 15 (1986), 3763-3771.
  11. On Useful Inaccuracy of Order a, Tamkang J. of Mathematics 20 (1989) 227-34. On a Generalized Mean Codeword Length for the Best 1:1 Code, Soochow J. Maths 16 (1990), 1-6.
  12. Characterization of a Quantitative-Qualitative Measure of Information Improvement, J. Indian Soc. Stat. Opes. Res. 10 (1989) 21-27.
  13. Entnropy of Type ( a, b ) and the Best 1:1 Code, International Journal of Management & Systems 7(1991), 143-149.
  14. On Characterization of Quantitative-Qualitative Measure of Inaccuracy, Information Sciences 56 (1991) 143-149.
  15. On Quantitative-Qualitative Measure of Inaccuracy and Reversible Symmetry, Information Sciences, (1992).
  16. The Weighted Channel Performance of D.M.C., Published in the Proc. of National Symp. on ‘Opt. Tech. and Appl.”, Madurai (1992).
  17. Inaccuracy and the Best 1:1 Code, Microelectronics and Reliability 33 (1993), 905-907.
  18. Coding Theorems on a Generalized ‘Useful’ Inaccuracy, Microelectronics and Reliability Vol. 33 No. 8 (1993) 1085-1087.
  19. An Axiomatics Characterization of Quantitative-Qualitative Measure of Information Improvement, Information Sciences (1993).
  20. Information Transmission Over Cascaded Channels, Int. J. Management & System vol. 9 No. 1 (1993), 37-46.
  21. The Weighted Channel Performance of a DMC under Multiple Constraints, Published in the Proceedings of International Conference held at A.M.U., Aligarh, Nov. 2-4, 1993.
  22. On Generalized ‘Useful’ Inaccuracy, Caribbean J. of Maths. Comput. Sci. 04 (1 & 2), (1994).
  23. The Weighted Performance of a Discrete Memoryless Channel, Soochow J. of Maths. vol. 21 no.1, 13-20 (1995).
  24. On Various Measures of Fuzziness, National Symp. On Stochastic Modelling & Operation Management held at Deptt. of Statistics & O.R. K.U. Kurukshetra Oct. (2000).
  25. A Class of Quantitative-Qualitative Measures of Directed-Divergence, Springer-Verlag LNAI 2275, pp. 136-140, (2002).

 

 

 

 

 

 

 

 

 

 

 

THE DEPARTMENT OF APPLIED MATHEMATICS
DELHI TECHNOLOGICAL UNIVERSITY