Associate Editor, Australian Journal of Mathematical Analysis and Applications

Associate Editor, International Journal of Applied Mathematical Sciences

Associate Editor, International Mathematical Forum

Associate Editor, International Journal of Contemporary Mathematical Sciences

Associate Editor, International Journal of Mathematical Analysis

Associate Editor, Applied Mathematical Sciences

Associate Editor, The Journal of World Mathematical Review

Associate Editor, International Journal of Algebra

Founding Editor, Involve - A Journal of Mathematics

Associate Editor, The Open Operational Research Journal

Associate Editor, Communications in Mathematical Analysis

Member, Board of Directors, Mathematical Sciences Publishers, Berkeley, CA

Editorial Board, Banach Journal of Mathematical Analysis

1. Berenhaut, K. S., and Lund, R. B. (2001), Geometric Renewal Convergence Rates from Hazard Rates, Journal of Applied Probability, 38, 180--194.

2. Berenhaut, K. S. and Lund, R. B. (2002), Renewal Convergence Rates for DHR and NWU Lifetimes, Probability in the Engineering and Informational Sciences, 16, 1, 67--84.

3. Hall, D. B. and Berenhaut, K. S. (2002), Score Tests for Heterogeneity and Overdispersion in Zero-Inflated Poisson and Binomial Regression Models, Canadian Journal of Statistics, 30, 3, 415--430.

4. Berenhaut, K. S. and Lund, R. B. (2003), Bounds for Linear Recurrences with Restricted Coefficients, Journal of Inequalities in Pure and Applied Mathematics, 4, 2, Article 26, 15 pp.

5. Berenhaut, K. S. (2004), Review of Advanced Calculus with Applications in Statistics by André I Khuri, Journal of the American Statistical Association, 99, No. 467, 903--904. [ Request file ]

6. Berenhaut, K. S. and Goedhart, E. G. (2005), Explicit Bounds for Second-Order Difference Equations and a Solution to a Question of Stevic, In press, Journal of Mathematical Analysis and Applications.

7. Berenhaut, K. S. , Morton, D. C. and Fan, Y. W. (2005), Bounds for Second-Order Recurrences in terms of Maximal Products over Integer Partitions, In press, Proceedings of the Eleventh International Conference on Fibonacci Numbers.

8. Berenhaut, K. S. and Bandyopadhyay D. (2005), Monotone Convex Sequences and Cholesky Decomposition of Symmetric Toeplitz Matrices, In press, Linear Algebra and its Applications.

9. Berenhaut, K. S. and Morton, D. C. (2005), Second Order Bounds for Linear Recurrences with Negative Coefficients, Accepted, Journal of Computational and Applied Mathematics.

10. Fan, Y. W. and Berenhaut, K. S. (2005), A Bound for Linear Recurrence Relations with Unbounded Order, Accepted, Computers and Mathematics with Applications.

11. Berenhaut, K. S., Morton D. C. and Fletcher, P. T. (2005), Bounds for Inverses of Triangular Toeplitz Matrices , Accepted, Siam Journal on Matrix Analysis.

12. Mallakin A., Mezey, P. G., Zimpel, Z., Berenhaut, K. S., Greenberg, B. M.,. and Dixon, D. G. (2005), Use of Molecular Shape Similarity to Model the Photoinduced Toxicity of Anthracene and Oxygenated Anthracenes, In press, QSAR & Combinatorial Science. [ Request file ]

13. Berenhaut, K. S. and Fletcher, P. T. (2005), On Inverses of Triangular Matrices with Monotone Entries, Accepted, Journal of Inequalities in Pure and Applied Mathematics.

14. Lewis, J., Berenhaut, K. S., Souter, R. and Daniels, R. F. (2005), Parsimonious and Completely Compatible Taper, Total and Merchantable Volume Models, Forest Science Volume 51, Number 6, 578--584.

15. Choi, H. S., Thul, C., Berenhaut, K. S., Suerken, C. K. and Norris, J. (2005), Survey of School Psychologists' Attitudes, Feelings, and Exposure to Gay and Lesbian Parents and Their Children, Accepted, Journal of Applied School Psychology. [ Request file ]

16. Berenhaut, K. S. and Stevic, S. (2005) On the Difference Equation x _n+1 = 1/x_n x_n-1+ 1/x_n-3 x_n-4, Accepted, Journal of Difference Equations and Applications.

17. Berenhaut K. S. and Goedhart, E. G. (2005), Second-Order Linear Recurrences with Restricted Coefficients and the Constant(1/3)^(1/3), Accepted, Mathematical Inequalities & Applications.

18. Berenhaut, K. S., Foley, J. D. and Stevic, S. (2005) Quantitative Bounds for the Recursive Sequence y_n=A+ y_n-1 / y _n-k , Accepted, Applied Mathematics Letters.

19. Berenhaut, K. S. and Foley, J. D. (2005) Explicit Bounds for Multi-dimensional Linear Recurrences with Restricted Coefficients, Accepted, Journal of Mathematical Analysis and Applications.

20. Berenhaut, K. S. and Stevic, S. (2005), On Positive Nonoscillatory Solutions of the Difference Equation $x_{n+1}=\alpha + \frac{{x_{n-k}}^p}{{x_n}^p}$, Accepted, Journal of Difference Equations and Applications.

21. Berenhaut, K. S., Foley, J. D. and Stevic, S. (2005) The Global Attractivity of the Rational Difference Equation $y_{n}=1+\frac{y_{n-k}}{y_{n-m}}$, Accepted, Proceedings of the American Mathematical Society.

22. Berenhaut, K. S., Goedhart, E. G. and Stevic, S. (2005), Explicit Bounds for Third-Order Difference Equations, In press, ANZIAM Journal, Volume 47 part 3.

23. Berenhaut, K. S., Dice, J. E., Foley, J. D., Iricanin, B. and Stevic, S. (2005) Periodic Solutions of the Rational Difference Equation $y_{n}=\frac{y_{n-3}+y_{n-4}}{y_{n-1}}$, Accepted, Journal of Difference Equations and Applications.

24. Berenhaut, K. S., Saidak, F. and O’Keefe, A. B. (2006) Recursive sequences of the form $y_n=a_{n}y_{n-1}+y_{n-2}$ with integer coefficients, Accepted, Indian Journal of Mathematics.

25. Berenhaut, K. S., Foley, J. D. and Stevic, S. (2006) The global attractivity of the rational difference equation $y_{n}=\frac{y_{n-k}+y_{n-m}}{1+y_{n-k}y_{n-m}}$, To Appear: Applied Mathematics Letters.

26. Berenhaut, K. S. and Foley, J. D. (2006) Product Difference Equations Approximating Rational Equations, To Appear: Proceedings of the Conference on Differential and Difference Equations and Applications.

27. Berenhaut, K. S. and Stevic, S. (2006) The global attractivity of a higher order rational difference equation, Accepted, Journal of Mathematical Analysis and Applications.

28. Berenhaut, K. S., Abernathy, Z. J., Fan, Ying Wai and Foley, J. D. (2005) Inequalities for coefficients of reciprocals of power series, Accepted, Advances in Inequalities for Series (Edited by S.S. Dragomir & A. Sofo).

29. Berenhaut, K. S. and Stevic, S. (2006) The difference equation $x_{n+1}=\a+\frac{x_{n-k}}{\sum_{i=0}^{k-1}c_ix_{n-i}}$ has solutions converging to zero, Accepted, Journal of Mathematical Analysis and Applications.

30. Berenhaut, K. S. and Stevic, S. (2006) The Behaviour of the Positive Solutions of the Difference Equation $x_n=A+\left(\frac{x_{n-2}}{x_{n-1}}\right)^p$, Accepted, Journal of Difference Equations and Applications.

31. Berenhaut, K. S. and Foley, J. D. (2005) Applications of recurrence bounds to networks and paths, Accepted, International Journal of Applied Mathematics.

32. Berenhaut, K. S., Foley, J. D. and Stevic, S. (2006) Boundedness character of positive solutions of a max difference equation, Accepted, Journal of Difference Equations and Applications.

33. Berenhaut, K. S., Foley, J. D. and Stevic, S. (2006) The Global Attractivity of the Rational Difference Equation $y_n=A+\left(\frac{y_{n-k}}{y_{n-m}}\right)^p$, Accepted, Proceedings of the American Mathematical Society.

34. Berenhaut, K. S. and Foley, J. D. (2006) The Periodic Character of the Rational Difference Equation $y_n = (y_{n-m}+y_{n-m-k})/y_{n-k}$, Accepted, International Mathematical Forum.

35. Berenhaut, K. S., Allen, E. E and Fraser, S. J. (2006), Bounds on coefficients of reciprocals of formal power series with rapidly decreasing coefficients, Accepted, Discrete Dynamics in Nature and Society

36. Berenhaut, K. S., Foley, J. D. and Bandyophadyay, D.  (2006) Inequalities for Inner Products under some Monotonicity Constraints, Accepted, Journal of Inequalities in Pure and Applied Mathematics.

37. Berenhaut, K. S., Gibson, B. G., Newman, J. H. and Anderson, J. F. (2006) Bounds for fourth order $(0,1)$ difference equations, Accepted, Computers and Mathematics with Applications.

38. Berenhaut, K. S. and O'Keefe, A. B. (2006) Recursive sequences of the form $y_n=a_{n}y_{n-1}+y_{n-3}$ with integer coefficients, Accepted, Indian Journal of Mathematics.

39. Berenhaut, K. S. and Saidak, F. (2006) A note on the maximal coefficients of squares of Newman polynomials, Accepted, Journal of Number Theory.

40. Berenhaut, K. S., Saidak, F. and O’Keefe, A. B. (2006) Bounds for recurrences on ranked posets, Accepted, International Journal of Contemporary Mathematical Sciences.

41. Berenhaut, K. S., Donadio, K. M. and Foley J.D. (2007) On the rational recursive sequence $y_n=A+\frac{y_{n-1}}{y_{n-m}}$ for small $A$, Applied Mathematics Letters , In press.

42. Berenhaut, K. S., Saidak, F. and O’Keefe, A. B., (2007) Remarks on linear recurrences of the form $y_n=y_{n-1}+a_{n-1}y_{n-2}$, Proceedings of the Twelfth International Conference on Fibonacci Numbers , In Press.

43. Stevic, S. and Berenhaut, K. S., (2007) The behavior of the positive solutions of the difference equation $x_n=\frac{f(x_{n-2})}{g(x_{n-1})}$, Abstract and Applied Analysis , In press.

44. Berenhaut, K. S. (2007) On some systems of difference equations with periodic solutions, Dynamics of Continuous, Discrete and Impulsive Systems, Accepted.

45. Berenhaut, K. S., Foley J. D. and Stevic, S. (2008) The boundedness character of the difference equation $y_n=A+\frac{y_{n-k}}{y_{n-m}}$, International Journal of Computer Mathematics , Accepted.

46. Berenhaut, K. S., Donadio, K. M. and Foley J. D., (2008) On a rational recursive sequence with parameter near the boundary, Accepted, International Journal of Difference Equations .

47. Berenhaut, K. S. and Chen D., (2008) Inequalities for convolution ratios under local approximation, Applied Mathematical Sciences, in press.

48. Berenhaut, K. S., Chen D. and Tran, V., (2008) On the Dyson condition for sums of independent random variables, Statistics and Probability Letters, Accepted.

49. Berenhaut, K. S., Stancil, B. J. and Newman, J. H., On some piecewise-linear difference equations with Mersenne-type periodic solutions, In press, Journal of Difference Equations and Applications, (2008).

50. Berenhaut, K. S., Guy, R. T. and Vish, N. G., A 1-Norm Bound for Inverses of Triangular Matrices with Monotone Entries, Banach J. Math. Anal., 2 (2008), no. 1, 112--­121.

Recently submitted papers can be found *here*.