Journal articles / contributions to books

  1. Bloznelis, M. (2017+): Local probabilities of randomly stopped sums of power law lattice random variables. Preliminary technical report arxiv.org/abs/1801.01035 .
  2. Bloznelis, M., Petuchovas, J. (2017): Correlation between clustering and degree in affiliation networks In A. Bonato, F. Chung Graham, P. Pralat (Eds.): Algorithms and Models for the Web Graph - 14th International Workshop, WAW 2017, Lecture Notes in Computer Science 10519, Springer, pp. 90-104. Preliminary technical report arxiv.org/abs/1801.01521 .
  3. Bloznelis, M., Kurauskas, V. (2017): Large cliques in sparse random intersection graphs. The Electronic Journal of Combinatorics. 24(2), P 2.5 pdf. Preliminary and extended version arxiv.org/abs/1302.4627.
  4. Bloznelis, M. (2017): Degree-degree distribution in a power law random intersection graph with clustering. Internet Mathematics. (Journal publication). Technical report arXiv:1411.6247 .
  5. Bloznelis, M., Leskelä, L. (2016): Diclique Clustering in a Directed Random Graph. In A. Bonato, F. Chung Graham, P. Pralat (Eds.): Algorithms and Models for the Web Graph - 13th International Workshop, WAW 2016, Lecture Notes in Computer Science 10088, Springer, pp. 22-33. Extended version pdf. Preliminary technical report arXiv:1607.02278
  6. Bloznelis, M., Kurauskas, V. (2016): Clustering coefficient of random intersection graphs with infinite degree variance. Internet Mathematics. (Journal publication). Technical report arXiv:1602.08938
  7. Bloznelis, M., Kurauskas, V. (2016): Clustering function: Another view on clustering coefficient. Journal of Complex Networks. 4, 61--86 (preliminary version, pdf) Accompanying technical report http://arxiv.org/abs/1207.4941
  8. Bloznelis, M. (2015): Degree-degree distribution in a power law random intersection graph with clustering. In D. F. Gleich, J. Komjathy, N. Litvak (Eds.): Algorithms and Models for the Web Graph - 12th International Workshop, WAW 2015, Lecture Notes in Computer Science 9476, Springer, pp. 42-53. Extended version in arXiv:1411.6247
  9. Bloznelis, M., Godehardt, E., Jaworski, J., Kurauskas, V. and Rybarczyk, K.(2015): Recent Progress in Complex Network Analysis. Models of Random Intersection Graphs. In B. Lausen et al. (eds) Data Science, Learning by Latent Structures, and Knowledge Discovery. Studies in Classification, Data Analysis, and Knowledge Organization. Springer-Verlag Berlin Heidelberg , 69--78. (preliminary version, pdf)
  10. Bloznelis, M., Godehardt, E., Jaworski, J., Kurauskas, V. and Rybarczyk, K. (2015): Recent Progress in Complex Network Analysis. Properties of Random Intersection Graphs. In B. Lausen et al. (eds) Data Science, Learning by Latent Structures, and Knowledge Discovery. Studies in Classification, Data Analysis, and Knowledge Organization. Springer-Verlag Berlin Heidelberg , 79--88. (preliminary version, pdf)
  11. Bloznelis, M., Karonski, M. (2015): Random intersection graph process. Internet Mathematics. 11, 385--402. (preliminary version, pdf)
  12. Bloznelis, M., Goetze, F. (2014): Preferred attachment model of affiliation network. Journal of Statistical Physics. 156, 800--821. (preliminary version, pdf) http://arxiv.org/abs/1401.7560
  13. Bloznelis, M., Rybarczyk, K. (2014): k-connectivity of uniform s-intersection graphs. Discrete Mathematics. 333, 94--100. (preliminary version, pdf)
  14. Bloznelis, M., Karonski, M. (2013): Random intersection graph process. In A. Bonato, M. Mitzenmacher, P. Pralat (Eds.): Algorithms and Models for the Web Graph - 10th International Workshop, WAW 2013, Lecture Notes in Computer Science 8305, Springer, pp. 93-105. Extended version in http://arxiv.org/abs/1301.5579 ( pdf)
  15. Bloznelis, M., Damarackas, J. (2013): Degree distribution of an inhomogeneous random intersection graph. The Electronic Journal of Combinatorics. 20(3), R3, ( pdf)
  16. Bloznelis, M., Jaworski, J. and Kurauskas, V. (2013): Assortativity and clustering of sparse random intersection graphs. Electronic Journal of Probability. 18, N-38, ( pdf)
  17. Bloznelis, M., Luczak, T. (2013): Perfect matchings in random intersection graphs. Acta Mathematica Hungarica. 138, 15--33. ( pdf)
  18. Bloznelis, M. (2013): Degree and clustering coefficient in sparse random intersection graphs. Annals of Applied Probability. 23, 1254--1289, ( pdf)
  19. Bloznelis, M., Götze, F. and Jaworski, J. (2012): Birth of a strongly connected giant in an inhomogeneous random digraph. J. Appl. Probab. 49, 601--611. (preliminary version, pdf)
  20. Bloznelis, M., Radavičius, I. (2011): A note on Hamiltonicity of uniform random intersection graphs. Lithuanian Mathematical Journal, 51, 155--161. ( pdf)
  21. Bloznelis, M. (2010): The largest component in an inhomogeneous random intersection graph with clustering. The Electronic Journal of Combinatorics, 17(1), R110. (pdf)
  22. Bloznelis, M. (2008+): A note on loglog distances in a power law random intersection graph. Submitted. (preliminary version, pdf)
  23. Bloznelis, M. (2010): A random intersection digraph. Indegree and outdegree distributions. Discrete Mathematics, 310, 2560-2566. (preliminary version, pdf)
  24. Bloznelis, M. (2010): Component evolution in general random intersection graphs. SIAM J. Discrete Math., 24, No. 2, 639–654. (pdf)
  25. Bloznelis, M., Jaworski, J. and Rybarczyk, K. (2009): Component evolution in a secure wireless sensor network. Networks, 53, 19--26. (preliminary version, pdf)
  26. Bloznelis, M. (2008): Degree distribution of a typical vertex in a general random intersection graph. Lithuanian Mathematical Journal, 48, 38--45. (preliminary version, pdf)
  27. Bloznelis, M. (2007): Bootstrap approximation to distributions of finite population U-statistics. Acta Applicandae Mathematicae, 96, 71--86. (preliminary version, pdf)
  28. Bloznelis, M. (2007): Second Order and Resampling Approximation of Finite Population U-Statistics Based on Stratified Samples. Statistics, 41, 321--332. (preliminary version, pdf)
  29. Bloznelis, M. (2005): Orthogonal decomposition of symmetric functions defined on random permutations. Combinatorics, Probability and Computing, 14, 249--268. (preliminary version, pdf)
  30. Bloznelis, M. (2004): On combinatorial Hoeffding decomposition and asymptotic normality of sub-graph count statistics. In Mathematics and Computer Science III. Algorithms, Trees, Combinatorics and Probabilities. Drmota, M., Flajolet, P., Gardy, D., Gittenberger, B.(Eds.) Trends in Mathematics, Birkhauser, 73--79. (preliminary version, pdf)
  31. Bloznelis, M. (2003): Consistency and bias of jackknife variance estimator in stratified samples. Statistics, 38, 489--504. (preliminary version, pdf)
  32. Bloznelis, M. (2003): Edgeworth expansions for Studentized versions of symmetric finite population statistics. Lithuanian Mathematical Journal, 43, 221-240. (preliminary version, pdf)
  33. Bloznelis, M. (2003): An Edgeworth expansion for Studentized finite population statistics. Acta Applicandae Mathematicae ,78, 51--60. (preliminary version, pdf)
  34. Bloznelis, M. and Putter, H. (2002): Second order and bootstrap approximation to Student's t statistic. Teorija Verojatnostei i ee Primenenija, 47, No 2, 374--381. Reprinted in Theory of Probability and Its Applications, 47, 300--307. (preliminary version, pdf)
  35. Bloznelis, M. (2002): A note on the multivariate local limit theorem. Statistics and Probability Letters, 59, 227--233. (preliminary version, pdf)
  36. Bloznelis, M. and Götze, F. (2002): An Edgeworth expansion for symmetric finite population statistics. Ann. Probab. 30, 1238--1265. (preliminary version, pdf)
  37. Bloznelis, M. and Götze, F. (2001): Orthogonal decomposition of finite population statistics and its applications to distributional asymptotics. Ann. Stat. 29, 899--917. (preliminary version, pdf)
  38. Bloznelis, M. (2001): Empirical Edgeworth expansion for finite population statistics. II. Lithuanian Mathematical Journal, 41, 207--218. (preliminary version, pdf)
  39. Bloznelis, M. (2001): Empirical Edgeworth expansion for finite population statistics.I. Lithuanian Mathematical Journal, 41, 120--134. (preliminary version, pdf)
  40. Bloznelis, M. (2000): One- and two-term Edgeworth expansions for finite population sample mean. Exact results.II. Lithuanian Mathematical Journal, 40, 329--340. (preliminary version, pdf)
  41. Bloznelis, M. (2000): One- and two-term Edgeworth expansions for finite population sample mean. Exact results.I. Lithuanian Mathematical Journal, 40, 213--227. (preliminary version, pdf)
  42. Bloznelis, M. and Paulauskas, V. (2000): Central limit theorem in D[0,1]. In Skorokhod's Ideas in Probability Theory. Korolyuk, V., Portenko, N., Syta, H.(Eds.) Mathematics and its Applications. Proceedings of the Institute of Mathematics of the National Academy of Sciences of Ukraine, Vol 32, Kyiv, 99--110. (preliminary version, pdf)
  43. Bloznelis, M. and Götze , F. (2000): An Edgeworth expansion for finite population U-statistics. Bernoulli, 6, 729--760. (preliminary version, pdf)
  44. Bloznelis, M. (1999): A Berry-Esseen bound for finite population Student's statistic. Ann. Probab. 27, 2089--2108. (preliminary version, pdf)
  45. Bloznelis, M. and Götze F. (1999): One term Edgeworth expansion for finite population U-statistics of degree two. Acta Applicandae Mathematicae, 58, 75--90.
  46. Bloznelis, M. and Putter, H. (1999): One term Edgeworth expansion for Student's t statistic. Prob. Theory and Math. Stat. Proceedings of the seventh Vilnius Conference, B.Grigelionis et al. (Eds), VSP/TEV, 81--98. (preliminary version, pdf)
  47. Bloznelis, M. and Račkauskas, A. (1999): A Berry--Esseen bound for least squares estimators of regression parameters. Lithuanian Mathematical Journal, 39, 1--7. (preliminary version, pdf)
  48. Bloznelis, M. (1997): On the rate of normal approximation in D(0,1). Lithuanian Mathematical Journal, 37, 207--218. (preliminary version, pdf)
  49. Bentkus, V., Bloznelis, M. and Götze, F. (1997): A Berry-Esseen bound for M--Estimators. Scandinavian Journal of Statistics, 24, 485--502. (preliminary version, pdf)
  50. Bentkus, V., Bloznelis, M. and Götze, F. (1996): A Berry-Esseen bound for Student's statistic in the non-i.i.d. case. J. Theoretical Probability, 9, 765--796. (preliminary version, pdf)
  51. Bloznelis, M. (1996): Central limit theorem for stochastically continuous processes. Convergence to stable limit. J. Theoretical Probability, 9, 541--560. (preliminary version, pdf)
  52. Bloznelis, M. and Paulauskas, V. (1994): On the central limit theorem for multiparameter stochastic processes. In Probability in Banach spaces 9. Eds. Hoffmann-Jorgensen, J., Marcus, M. and Kuelbs, J. ( Birkhauser), 155-172. (preliminary version, pdf)
  53. Bloznelis, M. and Paulauskas, V. (1994): A note on the central limit theorem for stochastically continuous processes. Stochastic Proc. Appl. 53, 351-361.
  54. Bloznelis, M. (1994): Refined nonuniform estimates of the rate of convergence to a stable law. J. Math. Sci. 72, 2839-2847.
  55. Bloznelis, M. and Paulauskas, V. (1993): Central limit theorem in Skorohod spaces and asymptotic strength distribution of fiber bundles. In Probability Theory and mathematical Statistics. Eds. Grigelionis, B., Kubilius, J., Pragarauskas, H. and Statulevicius, V. (Utrecht/Vilnius:VSP/TEV), 75-87.
  56. Bloznelis, M. and Paulauskas, V. (1993): The central limit theorem in the space D(0,1). II. Lithuanian Mathematical Journal 33, 307-323.
  57. Bloznelis, M. and Paulauskas, V. (1993): The central limit theorem in the space D(0,1). I. Lithuanian Mathematical Journal 33, 181-195.
  58. Bloznelis, M. and Paulauskas, V. (1993): On the central limit theorem in D[0,1]. Statistics & Probability Letters, 17, 105-111.
  59. Bloznelis, M. (1991): Distribution of multidimensional Wiener prosess and Brownian bridge. In Functional and Stochastics analysis, Eds. Ulyanov, P.L. and Gnedenko, B.V. (Moscow: Moscow University Press), 40-41 (in Russian).
  60. Bloznelis, M. (1991): On the distribution of the sup-norm for a stable motion and the rate of convergence. In New Trends in Probab. and Statist. Vol I, Eds. Sazonov, V. and Shervashidze, T. (Utrecht: VSP), 73-77.
  61. Bloznelis, M. (1991): On the distribution of the norm for a multidimensional Brownian Bridge. Lithuanian Mathematical Journal 31, 19-27.
  62. Bloznelis, M. (1990): Distribution of the norm of a multidimensional Wiener process. Lithuanian Mathematical Journal 30, 296-302.
  63. Bloznelis, M. (1989): Lower bound for the rate of convergence in the CLT in Hilbert space. Lithuanian Mathematical Journal 29, 333-338.
  64. Bloznelis, M. (1989): Nonuniform estimate of the rate of convergence to a stable law in the multidimensional central limit theorem. Lithuanian Mathematical Journal 29, 97-109.
  65. Bentkus, V. and Bloznelis, M. (1989): Nonuniform estimate of the rate of convergence in the CLT with stable limit distribution. Lithuanian Mathematical Journal 29, 8-17.
  66. Bloznelis, M. (1988): Rate of convergence to a stable law in the space Rk. Lithuanian Mathematical Journal 28, 21-29.

    Other

    Bloznelis, M. (2004): Normal approximation for stratified samples. In Workshop on Survey Sampling Theory and Methodology. June 18-22, 2004, Tartu Estonia. Plikusas, A., Krapavickaitë, D., Kulldorff, G., Traat, I., Lapins, J. (Eds.) Statistical Office of Estonia, Tartu. 18--23. (preliminary version, pdf)

    Lecture Notes

    Bloznelis M. (1996): Lecture notes on combinatorics. Vilnius University Press. Vilnius.