Key Metrics
2.4
CiteScore
CiteScore
CiteScore measures average citations received per document published in the serial.
< 5
Impact Factor
Impact Factor
Impact factor of a journal is calculated by dividing the number of current year citations to the source items published in that journal during the previous two years.
Q3
Applied Mathematics
SJR
- Q2 Applied Mathematics
- Q3 Control and Optimization
SJR
SJR
SCImago Journal Rank measures weighted citations received by the serial. Citation weighting depends on subject field and prestige (SJR) of the citing serial.
1.15
SNIP
SNIP
Source Normalized Impact per Paper measures actual citations received relative to citations expected for the serial’s subject field.
Topics Covered
- Optimal control
- Control system
- Traffic model
- Wave equation
- Optimal treatment
- Transmission rate
- Impedance boundary condition
- Linear transport equation
- Economic model predictive control
- System model
- Time complexity
Journal Specifications
| Overview | |
| Publisher | AMER INST MATHEMATICAL SCIENCES-AIMS |
| Language | English |
| Frequency | Quarterly |
| General Details | |
| Language | English |
| Frequency | Quarterly |
| Publication Start Year | 2011 |
| Publisher URL | Visit website |
| Website URL | Visit website |
Planning to publish in Mathematical Control and Related Fields ?
Upload your Manuscript to get
- Degree of match
- Common matching concepts
- Additional journal recommendations
Looking for the right journals to submit your mansucript?
Upload your manuscript and get a submission readiness score and other journal recommendations.
Check my PaperRecently Published Papers
-
Full paper
Risk-based optimal portfolio of an insurance firm with regime switching and noisy memory
- 1 Jan 24
- Mathematical Control and Related Fields
-
Full paper
Conditions for uniform ensemble output controllability, and obstruction to uniform ensemble controllability
- 1 Jan 24
- Mathematical Control and Related Fields
-
Full paper
Stability of ring roads and string stability of car following models
- 1 Jan 24
- Mathematical Control and Related Fields
-
Full paper
Solving problems in convex optimal control by progressive decoupling in the dynamics
- 1 Jan 24
- Mathematical Control and Related Fields
-
Full paper
Impulsive optimal control problems with time delays in the drift term
- 1 Jan 24
- Mathematical Control and Related Fields
-
Full paper
Time-inconsistent stochastic linear-quadratic optimal control problem under non-Markovian regime-switching jump-diffusion model
- 1 Jan 24
- Mathematical Control and Related Fields
Scite analysis
Powered by scite_
539 articles received 4.1k citations see all
- 85 Supporting
- 3,993 Mentioning
- 2 Contrasting
Editorial notices
- 0 Retractions
- 0 Withdrawals
- 0 Corrections
- 0 Errata
- 0 Expression of Concern
FAQs
How long has Mathematical Control and Related Fields been actively publishing?
Mathematical Control and Related Fields has been in operation since 2011 till date.
What is the publishing frequency of Mathematical Control and Related Fields ?
Mathematical Control and Related Fields published with a Quarterly frequency.
How many articles did Mathematical Control and Related Fields publish last years ?
In 2023, Mathematical Control and Related Fields published 68 articles.
What is the eISSN & pISSN for Mathematical Control and Related Fields ?
For Mathematical Control and Related Fields,eISSN is 2156-8499 and pISSN is2156-8472.
What is Citescore for Mathematical Control and Related Fields ?
Citescore for Mathematical Control and Related Fields is 2.4.
What is SNIP score for Mathematical Control and Related Fields ?
SNIP score for Mathematical Control and Related Fields is 1.15.
What is the SJR for Mathematical Control and Related Fields ?
SJR for Mathematical Control and Related Fields is Q3.
Who is the publisher of Mathematical Control and Related Fields ?
AMER INST MATHEMATICAL SCIENCES-AIMS is the publisher of Mathematical Control and Related Fields.