András Telcs
List of publications and acess
10.14.2019
ResearchID:
E-5720-2010 link
:
ScopusID: 6602563857, link
Google Scolar link
1. Szasz, D., Telcs, A., Random Walks in an Inhomogeneous
Medium with Local Impurities, J. Stat. Phys. 26, 1981, 527-537
2. Telcs, A., Local Impurities in Random Walk with
Internal States, Coll. Mat. Soc. János Bólyai 36, Limit Theorems in Probability and Statistics,
Veszprém, Ed. Révész, P., Akadémia Kiadó - North Holland Pu., 1982
3. Glanzel, W., Telcs, A., Schubert, A., Characterization
by Truncated Moments and its Application to Pearson-Type Distributions,
Z. Wahrscheinlichkeitstheorie verw. Geb., 66, 1984, 173-183 pdf
4. Schubert, A.,
Telcs, A., Estimation of the Publication potential in 50 US States and in the
district of Columbia Based on the Frequency distribution of Scientific Productivity,
J. Amer. Soc. for Info. Sci., 40, 1, 1989, 40-44
5. Telcs, A.,
Zsindely, S., Schubert, A., Braun, T., Quantitative Analysis of a Visible Tip
of Peer Review Iceberg: Book Reviews in Chemistry, Scientometrics, 6, 6, 1984,
433-443
6. Telcs, A.,
Glanzel, W., Schubert, A., Characterization and Statistical Test using
Truncated Expectations for a Class of Skew Distributions, Math. Social
Scie., 10, 1985, 169-178
7. Telcs, A.,
Schubert, A., Publication Potential - An Indicator of Scientific Strength for
Cross-National Comparisons, Scientometrics, 9, 5-6, 1986, 231-238
8. Telcs, A.,
Random Walks on Graphs, Electric Networks and Fractals,Probability Theory and
Related Fields, 82, 1989, 435-449
9. Telcs, A.,
Spectra of Graphs and Fractal Dimensions I., Probability Theory and Related
Fields (1990) 85., 489-497
10. Telcs, A., A
Note on Recurrent Random Walks on J. Stat. Phys., (1990), 60., 5/6. 801-807
11. Telcs, A.,
Spectra of Graphs and Fractal Dimensions II., J. Theor Probability, 1995, 8.
77-96
12. Telcs, A.,
Wormald, N.C., Branching and Tree indexed Random Walks on Fractals, J. Appl.
Prob. dvi, ps, gzip
13. Telcs, A., Miklós, D. Note on Self-Avoiding Polygons,
Proceedings of Conference of Bolyai J. Math.. Soc. 1993, Keszthely pdf
14. Telcs, A. Fractals and Martin Boundary, Studia
Scientiarum Mathematicarum Hungarica 37, (2001) 145-167
dvi
15. Telcs A. (2002). A Note on Rough Isometry Invariance
of Resistance. Combinatorics, Probability & Computing, 11 , pp 427-432
doi:10.1017/S0963548302005205 dvi
16. Telcs A. Transition Density Estimates of Random Walks
with Greenian Index, ECP 1, 2000
17. Grigory’an, A. Telcs, A. , Sub-Gaussian estimates of the heat
kernels on infinite graphs, Duke Math. J.(2001) 109, 3 452-510 ps
18. Telcs, A. Local Sub-Gaussia estimates of heat kernels
on graphs, the strongly recurrent case, Electr. J. Probability, Vol. 6
(2001) Paper no. 22, 1-33 dvi
19. Telcs, A. Volume and time doubling of graphs and
random walks, the strongly recurrent case, Comm. Pure and Appl. Math.(2001)
LIV,975-1018 ps, dvi,
20. Grigory’an A., Telcs, A. Harnack inequalities and sub-Gaussian
estimates for random walks, Mathematische Annalen 2002; DOI 10.1007 ps
21. Telcs A., Isoperimetric inequalities for Random
Walks,Potential Analysis 19 (3) p.237-249 dvi, ps
22. Telcs A., Random Walks on Graphs with volume and time
doubling, Rev. Mat. Iberoamericana 22, no. 1 (2006), 17–54 ps pdf
23. Telcs A , The volume and time comparison
principle and transition probability estimates for random walks Discrete Random
Walks, DRW'03 Conference Volume AC (2003), pp. 301-308,Cyril
Banderier and Christian Krattenthaler (eds.) ps, DMTCS online journal link
24 .Telcs A, The Art of Random Walks, Lecture Notes in Mathematics 1885,
Springer 2006, link
25. Telcs A, Sub-Gaussian Short Time Asymptotics for
Measure Metric Dirichlet Spaces , J. Theor. Probability Volume 19, Number
3/December (2006) 631-645 ps,pdf
26. Telcs A. Lower bound for transition probabilities on
graphs, Stochastic Processes and their Applications, Available online 29
January 2007, doi:10.1016/j.spa.2007.01.008 , ps, pdf,
27. Telcs A. Upper bounds for transition probabilities on
graphs and isoperimetric inequalities, Markov Processes and Related Fields,
12,2006, 1,1-26, ps,pdf
28. Telcs,András, The Einstein Relation for Random Walks on Graphs,
Journal of Statistical Physics, 122, 4, 2006, 617-645, ps,
pdf, link
29. Telcs,
A., Wormald, N., & Zhou, S. (2007). Hamiltonicity of random graphs produced
by 2‐processes. Random Structures &
Algorithms, 31(4),
450-481.
30. Telcs A. Random walk on graphs with regular resistance
and volume growth, AIHP, Annales de l’ Institut Henri Poincaré - Probabilités et Statistiques, 2008, Vol. 44, No.
1, 143-169, pdf,
31. Török A., Borsi B., Telcs A., Competitiveness In
Research And Development, Edgar Elgar, 2005, See link and the book cover
32. Vincze
Z., Vass D., Vida R., Vidács A. and
Telcs A., “Adaptive sink mobility in event-driven
multi-hop wireless sensor networks,” in Proceedings of
the 1st International Conference on Integrated Internet Ad Hoc and Sensor
Networssks (InterSense ’06), Nice, France, May 2006.
33. Vincze Z., Vass D.,
Vida R., Vidács A. and Telcs A., Adaptive Sink Mobility
in Event-Driven Densely Deployed Wireless Sensor Networks, Ad Hoc & Sensor
Wireless Networks Volume 3, Number 2-3, 2007, 255-284
34. Korn A., Schubert A., Telcs A., The lobby index
pdf,arXiv, Physica
A, Volume 388, Issue 11, p. 2221-2226.,
doi:10.1016/j.physa.2009.02.013
35. Korn A., Schubert A., Telcs A., Hirsch-type indices
for characterizing networks Scientometrics, Vol. 78, No. 2 (2009) 375–382, pdf
36. Barcza K.,
Telcs A., Paretian publication patterns imply paretian Hirsch index,
Scientometrics, 81 (2) 513-519, DOI: 10.1007/s11192-008-2175-8, pdf
36. Telcs, A., Diffusive limits on the Penrose tiling, J.
Stat. Phys., 141, 4, 661-668, DOI: 10.1007/s10955-010-0072-z , DOI
10.1007/s10955-010-0072-z, pdf,arxiv
38. Grigory’an A., Telcs, A. ,Two-sided estimates of heat kernels on metric measure
spaces, Annals of Probability 2012, Vol. 40, No. 3, 1212-1284, , archivx
39. Szabó R., Telcs A., A
Doubly-Masked-Ballot Voting Scheme with Distributed Trust, submitted
40. Telcs A.,
Csernai M. M., Gulyás A., Load balanced capture processes,
Physica A. http://www.sciencedirect.com/science/article/pii/S0378437112008527,
DOI: http://dx.doi.org/10.1016/j.physa.2012.09.018,
2012, pdf
41. Telcs |A., Kosztyán Zs.T., Török A., Unbiased one-dimensional universityranking –
application-based preference ordering, published online: 13 Jan
2015. in Journal of Applied
Statistics pdf,TAF
42. Györfi L. and
Telcs A., Empirical Princing American Options 4 L.
Györfi , Gy. Ottucsák and H. Walk (Editors) Machine
Learning for Financial Engineering, Imperial College Press, 2012, pdf
43 Konsowa M., Telcs A. , Al-Awadhi F.Commute Times of
random Walks on Trees, Discrete
Applied Mathematics, Volume 161,
Issues 7–8, May 2013, 1014-1021
,
http://dx.doi.org/10.1016/j.dam.2012.10.006,
pdf
44. Bartha,
Zs. Telcs, A, Quenched Invariance Principle for the Random Walk on the Penrose Tiling
Quenched Invariance Principle for the Random Walk on the Penrose Tiling, Markov
processes and related fields, 20 (4) 2014, 751-767, arxiv
45. Telcs, A. Vespri, V., A Quantitative Lusin
Theorem for Functions in BV, submitted, pdf
46. Telcs, A. Vespri, V., Resolvent metric and heat kernel
estimate for random walks, Stochastic Processes and their Applications, 124
(2014) 3965-3985
http://dx.doi.org/10.1016/j.spa.2014.07.012, pdf
47. Schubert, A., Telcs, A. A note on the Jaccardized
Czekanowski similarity index, Scientometrics 2014, 98 (2) 1397-1399, http://dx.doi.org/10.1007/s11192-013-1044-2,
pdf
48. Telcs,
A., Kosztyán Zs. T. Neumann-Virág,
I., Katona, A., Török, Á. Analysis of Hungarian students’ college
choices, to appear in Procedia Social and behavioral Sciences, Elsevier
2014 pdf
49. Peter Mihályi, Ádám Zlatniczki, András Telcs, Growth cycles
generated by the consumer durables sector, submitted
50. Mathias
Keller, Daniel Lenz, Florentin Munch, Marcel Schmidt and Andras Telcs, Note on
short time behavior of semigroups associated to self-adjoint operators, to
appear in Bull. London Math. Soc.
51. Telcs, A., Nagy E-M (2015) Expected Lifetime and Capacity,
In Fractal Geometry and Stochastic V (pp 327-340) Springer pdf
52.
Biró, T.S., Telcs, A.
and Néda, Z., 2018. Entropic Distance for Nonlinear
Master Equation. Universe, 4(1), p.10. pdf
53
Benkő, Zs.,
Zlatniczki, Á., Fabó, D., Sólom, A., Erőss, L., Telcs, A., Somogyvári, Z.,
Exactt Inference of Causal Relation in Dynamical Systems, submitted pdf
54. Géza B. Selmeczy . András Abonyi . Lothar Krienitz
. Peter Kasprzak . Peter Casper . András Telcs . Zoltán Somogyvári . Judit Padisák, Old sins have long
shadows: climate change weakens efficiency of trophic coupling of phyto- and
zooplankton in a deep oligo-mesotrophic lowland lake (Stechlin, Germany)—a causality analysis,
Hydrobiologia https://doi.org/10.1007/s10750-018-3793-7 pdf
55. Tamás
Sándor
Biró,
Zoltán
Néda
and András
TelcsEntropic Divergence and Entropy Related to Nonlinear Master Equations Tamás
Sándor
Biró ,
Zoltán
Néda
and András
Telcs, Entropy 2019, 21, 993; doi:10.3390/e21100993, pdf
In Hungarian:
1.
Borsi, B - Telcs, A. (2004): A K+F-tevékenység nemzetközi összehasonlítása ország statisztikák alapján. Közgazdasági szemle, 0023-4346.
2. Telcs,
A. Kosztyán Zs., Török Á. Hallgatói preferencia-sorrendek készítése
az egyetemi jelentkezések alapján, Közgazdasági szemle, lX. évf.,
2013. Március,
290–317.
o.
3. Telcs, A. Kosztyán Zs., Egyetemi rangsorok versus
hallgatói preferenciák, eds. Hrubos I., Telcs A., Educatio, 2014/4,
600-615, in Versenyképesség és felsőoktatás, Educatio,
2014/4, conference proceedings,
4. Hrubos
I., Telcs A., Versenyképesség
és
felsőoktatás,
Educatio, 2014/4,
conference proceedings, edition
5.
Kosztyán Zsolt
Tibor, Telcs András, Török Ádám Felsőoktatásba
jelentkezők preferenciáinak térbeli és időbeli szerkezete,
teljesítményfüggése STATISZTIKAI SZEMLE 93:(10) pp.
917-942. (2015)