The Kuramoto–Tsuzuki equation: Invariant theory, bifurcation, chaotic behavior, and sensitivity analysis
Hashemi, Mir Sajjad, Abdalrahem, Mushtaq K., Samei, Mohammad Esmael, Hosseini, Kamyar, Bayram, Mustafa
- ISSN / E-ISSN
- — / —
- DOI
- 10.15388/namc.31.49070 ↗
- Volume · Issue · Pages
- 31 · 6 · —
- Publisher
- Vilnius University Press
- Article URL
- https://www.journals.vu.lt/nonlinear-analysis/article/view/4... ↗
- Article details
- Unverified
Publication date (each date has its type and source)
15 Oct 2026
Publisher publication date · source: Journal websites (OAI-PMH feeds of Open Journal Systems)
| Type | Date | Source |
|---|---|---|
| Publisher publication date | 15 Oct 2026 | Journal websites (OAI-PMH feeds of Open Journal Systems) |
Keywords (as given): Kuramoto–Tsuzuki equation; Lie symmetry method; generalized Abel equation method; dynamical behavior
HEC Status at Publication Not the journal's current status
HEC Status at PublicationNot conclusive
Historical status could not be conclusively determined.
- Dataset incomplete or not yet confirmed as complete: we cannot say whether the journal was listed. This is not a derecognition.
Best available information, not a definitive status: Dataset incomplete or not yet confirmed as complete: we cannot say whether the journal was listed. This is not a derecognition.
- Journal
- Nonlinear Analysis: Modelling and Control
- Publication date used
- 15 Oct 2026 (Publisher publication date)
- Applicable HEC period
- HEC 2026-27 (version 1) · 01 Apr 2026 – 31 Dec 2027
- Category
- —
- Recognition status
- Pending Verification (PERIOD_NOT_CERTIFIED)
- Source
- —
- Verification status
- Unverified
This is an automatically generated summary based on the information available on the publication date. Terms & conditions apply.
HEC Category (Calculated) at Publication — based on the HEC policy
Y
As per Policy 2024, amended 5 Nov 2025, in force on 15 Oct 2026: Indexed in Scopus (active, not discontinued). A Scopus journal that HEC's own list places in Category X (committee recommendation) is shown as X.
Why Category Y?
- Verified as indexed in Scopus
- Scopus indexing → Category Y places journals meeting this condition in Category Y
- No documented HEC exception (de-recognition, suspension or withheld result) was found for this journal
- Effective from 05 Nov 2025 (Policy 2024, amended 5 Nov 2025)