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Mathematical Techniques for System Realization and Identification.


ADA212088

Publication Date 1989
Personal Author Kalman, R. E.
Page Count 9
Abstract Research supported by grants AFOSR-87-0429 and AFOSR-87-0249 has emphasized algebraic systems theory and the identification of systems from noisy data. Identification, which is based on mathematical (primarily algebraic) ideas has been the area of our main effort. Much work at the Center has been in preparation of reanalyses of published data and exposition of new methods of analysis of noisy data. Research on basic aspects of algebraic system theory has also been active. This research contributes to the study of identification, because it is concerned with deep results about system properties in the exact, that is, noise-free case. (kr)
Keywords
  • Algebra
  • Identification
  • Identification systems
  • Mathematical analysis
  • Noise reduction
  • Systems analysis
  • Theory
  • Algebraic systems
Source Agency
  • Air Force
  • Non Paid ADAS
NTIS Subject Category
  • 72B - Algebra, Analysis, Geometry, & Mathematical Logic
Corporate Authors Florida Univ., Gainesville. Center for Mathematical System Theory.; Air Force Office of Scientific Research, Bolling AFB, DC.
Document Type Technical Report
Title Note Final rept. 1 Apr 88-31 Mar 89.
NTIS Issue Number 199001
Mathematical Techniques for System Realization and Identification.
Mathematical Techniques for System Realization and Identification.
ADA212088

  • Algebra
  • Identification
  • Identification systems
  • Mathematical analysis
  • Noise reduction
  • Systems analysis
  • Theory
  • Algebraic systems
  • Air Force
  • Non Paid ADAS
  • 72B - Algebra, Analysis, Geometry, & Mathematical Logic
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