What is the impact factor of Stochastic Processes and Their Applications?

1.1. The 2022 impact factor of Stochastic Processes and Their Applications is 1.1. By the impact factor, Stochastic Processes and Their Applications falls within the top 14% of scholarly journals.

Stochastic Processes and Their Applications Top...

1.1(top 14%)

Impact Factor

1.2(top 14%)

extended IF

93(top 4%)

H-Index

968

authors

4.8K

papers

70.8K

citations

2.5K

citing journals

10.5K

citing authors

Institutions

Institution	Articles	Citations	A Rank	C Rank
Statistics New Zealand	241	3.8K	39	90
National Center for Scientific Research	138	2K	255	255
Department of Mathematical Sciences	128	1.4K	74	110
University of California	62	905	255	255
Mathematical Institute, University of Oxford	58	2.1K	40	17
Cornell University	48	735	255	255
University of Minnesota Rochester	48	383	200	255
Columbia University	43	910	255	255
Beijing Normal University	35	534	191	252
University of Warwick	34	574	255	255
Pierre and Marie Curie University	30	657	197	255
Humboldt University of Berlin	30	472	247	255
Australian National University	29	517	255	255
University of Copenhagen	29	733	255	255
University of Manchester	29	317	255	255
University of Bath	28	173	192	255
Stanford University	27	2.3K	255	255
Technical University of Berlin	27	224	227	255
Shandong University	27	1.1K	255	207
Chalmers University of Technology	27	413	255	255

A Rank refers to the ranking of Stochastic Processes and Their Applications in the given institution according to the number of articles, and C Rank according to the number of citations.

How are inpact factors calculated?

The impact factor (IF) is calculated by counting citations from peer-reviewed journals only.

extended IF also counts citations from books and conference papers. However, no patent, abstract, working papers, online documents, etc., are covered.

Scientometrics

Overviews

Stochastic Processes and Their Applications

Statistics, Mathematics, Applied Mathematics

Institutions