MIC Journal

Modeling, Identification and Control

Author


Author: Per-Ole Nyman

 Total number of MIC articles   3
 Total number of DOI citations  4
 Total number of DOI excluding self-citations  4
 Average citations per article  1.33
 Average excluding self-citations  1.33
 Years 2003 - 2010 

MIC: Per-Ole Nyman

3. Johan Byström, Lars P. Lystad and Per-Ole Nyman, “Using Generalized Fibonacci Sequences for Solving the One-Dimensional LQR Problem and its Discrete-Time Riccati Equation”, 2010-1-1
 
[1] Thomas Brasch, Johan Byström and Lars Petter Lystad (2012), doi:10.1007/s10957-012-0061-2
[2] Zhen Chen, Binglong Cong and Xiangdong Liu (2013), doi:10.1155/2013/602869
[3] Przemys aw Ignaciuk (2016), doi:10.1016/j.jfranklin.2015.03.033
2. Lars P. Lystad, Per-Ole Nyman and Ralph Høybakk, “The Riccati Equation - An Economic Fundamental Equation which Describes Marginal Movement in Time”, 2006-1-1
 
[1] Shirley Llamado Yap (2010), doi:10.4169/002557010X479947
1. Knut Rapp and Per-Ole Nyman, “Control of the Amplitude in a Surging Balling Drum Circuit, a New Approach to an Old Problem”, 2003-4-1