Short-ranged memory model with preferential growth

Publication Date:
2018-02-21
Publisher:
American Physical Society (APS)
Print ISSN:
1539-3755
Electronic ISSN:
1550-2376
Topics:
Physics
Keywords:
Statistical Physics
Published by:
_version_ 1836398803397115906
autor Ana L. Schaigorodsky, Juan I. Perotti, Nahuel Almeira, and Orlando V. Billoni
beschreibung Author(s): Ana L. Schaigorodsky, Juan I. Perotti, Nahuel Almeira, and Orlando V. Billoni In this work we introduce a variant of the Yule-Simon model for preferential growth by incorporating a finite kernel to model the effects of bounded memory. We characterize the properties of the model combining analytical arguments with extensive numerical simulations. In particular, we analyze the ... [Phys. Rev. E 97, 022132] Published Tue Feb 20, 2018
citation_standardnr 6170460
datenlieferant ipn_articles
feed_id 52541
feed_publisher American Physical Society (APS)
feed_publisher_url http://www.aps.org/
insertion_date 2018-02-21
journaleissn 1550-2376
journalissn 1539-3755
publikationsjahr_anzeige 2018
publikationsjahr_facette 2018
publikationsjahr_intervall 7984:2015-2019
publikationsjahr_sort 2018
publisher American Physical Society (APS)
quelle Physical Review E
relation http://link.aps.org/doi/10.1103/PhysRevE.97.022132
schlagwort Statistical Physics
search_space articles
shingle_author_1 Ana L. Schaigorodsky, Juan I. Perotti, Nahuel Almeira, and Orlando V. Billoni
shingle_author_2 Ana L. Schaigorodsky, Juan I. Perotti, Nahuel Almeira, and Orlando V. Billoni
shingle_author_3 Ana L. Schaigorodsky, Juan I. Perotti, Nahuel Almeira, and Orlando V. Billoni
shingle_author_4 Ana L. Schaigorodsky, Juan I. Perotti, Nahuel Almeira, and Orlando V. Billoni
shingle_catch_all_1 Short-ranged memory model with preferential growth
Statistical Physics
Author(s): Ana L. Schaigorodsky, Juan I. Perotti, Nahuel Almeira, and Orlando V. Billoni In this work we introduce a variant of the Yule-Simon model for preferential growth by incorporating a finite kernel to model the effects of bounded memory. We characterize the properties of the model combining analytical arguments with extensive numerical simulations. In particular, we analyze the ... [Phys. Rev. E 97, 022132] Published Tue Feb 20, 2018
Ana L. Schaigorodsky, Juan I. Perotti, Nahuel Almeira, and Orlando V. Billoni
American Physical Society (APS)
1539-3755
15393755
1550-2376
15502376
shingle_catch_all_2 Short-ranged memory model with preferential growth
Statistical Physics
Author(s): Ana L. Schaigorodsky, Juan I. Perotti, Nahuel Almeira, and Orlando V. Billoni In this work we introduce a variant of the Yule-Simon model for preferential growth by incorporating a finite kernel to model the effects of bounded memory. We characterize the properties of the model combining analytical arguments with extensive numerical simulations. In particular, we analyze the ... [Phys. Rev. E 97, 022132] Published Tue Feb 20, 2018
Ana L. Schaigorodsky, Juan I. Perotti, Nahuel Almeira, and Orlando V. Billoni
American Physical Society (APS)
1539-3755
15393755
1550-2376
15502376
shingle_catch_all_3 Short-ranged memory model with preferential growth
Statistical Physics
Author(s): Ana L. Schaigorodsky, Juan I. Perotti, Nahuel Almeira, and Orlando V. Billoni In this work we introduce a variant of the Yule-Simon model for preferential growth by incorporating a finite kernel to model the effects of bounded memory. We characterize the properties of the model combining analytical arguments with extensive numerical simulations. In particular, we analyze the ... [Phys. Rev. E 97, 022132] Published Tue Feb 20, 2018
Ana L. Schaigorodsky, Juan I. Perotti, Nahuel Almeira, and Orlando V. Billoni
American Physical Society (APS)
1539-3755
15393755
1550-2376
15502376
shingle_catch_all_4 Short-ranged memory model with preferential growth
Statistical Physics
Author(s): Ana L. Schaigorodsky, Juan I. Perotti, Nahuel Almeira, and Orlando V. Billoni In this work we introduce a variant of the Yule-Simon model for preferential growth by incorporating a finite kernel to model the effects of bounded memory. We characterize the properties of the model combining analytical arguments with extensive numerical simulations. In particular, we analyze the ... [Phys. Rev. E 97, 022132] Published Tue Feb 20, 2018
Ana L. Schaigorodsky, Juan I. Perotti, Nahuel Almeira, and Orlando V. Billoni
American Physical Society (APS)
1539-3755
15393755
1550-2376
15502376
shingle_title_1 Short-ranged memory model with preferential growth
shingle_title_2 Short-ranged memory model with preferential growth
shingle_title_3 Short-ranged memory model with preferential growth
shingle_title_4 Short-ranged memory model with preferential growth
timestamp 2025-06-30T23:32:53.373Z
titel Short-ranged memory model with preferential growth
titel_suche Short-ranged memory model with preferential growth
topic U
uid ipn_articles_6170460