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Journal

Communication in Statistics- Theory and Methods

ISSN:
0361-0926
1
h-index
18
Citations
4
Works
0.00
2-year mean citedness

Trust signals

1 of 3 signals present

Independent positive signals — not a single “predatory/legitimate” verdict, but a converging picture.

  • DOAJ
    No data
    doaj.org
  • OAK list
    No data
    OAK
  • Valid ISSN
    Present
    ISSN

This is an information label, not an official ruling. A missing signal is not a penalty — a regional journal may simply not be in DOAJ.

Trends over time

Performance over time

Citation overview

Publications (bars) and citations (line) by year

  • Publications
  • Citations
010358101998201420152017202120222023202420251998: Publications 1, Citations 02014: Publications 1, Citations 12015: Publications 0, Citations 12017: Publications 0, Citations 12021: Publications 1, Citations 12022: Publications 0, Citations 42023: Publications 0, Citations 22024: Publications 0, Citations 22025: Publications 1, Citations 6

Citation history

0358101998201420152017202120222023202420251998: Citations 02014: Citations 12015: Citations 12017: Citations 12021: Citations 12022: Citations 42023: Citations 22024: Citations 22025: Citations 6

Publication history

011998201420152017202120222023202420251998: Publications 12014: Publications 12015: Publications 02017: Publications 02021: Publications 12022: Publications 02023: Publications 02024: Publications 02025: Publications 1

h-index evolution

Cumulative h-index by year

011998201420152017202120222023202420251998: h-index 02014: h-index 12015: h-index 12017: h-index 12021: h-index 12022: h-index 12023: h-index 12024: h-index 12025: h-index 1

Most-cited works

  1. Nonparametric estimation of the survival function from censored data based on relative risk function199817 citations
  2. On the asymptotic properties of a certain class of goodness-of-fit tests associated with multinomial distributions20211 citations
  3. Estimation of Survival Function in Cox Regression Model Under Random Censoring From Both Sides20140 citations
  4. Functional limit theorems and the asymptotic normality of estimators based on partial observations20250 citations
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