Garry Einicke

Senior Principle Research ScientistCSIRO

Garry Einicke is a Senior Principal Research Scientist at the CSIRO and an Adjunct Professor at Griffith University. His main IEEE roles include: 2017 - 18 Chair of Aerospace & Electronic Systems, Queensland; 2015 - 16 Chair of IEEE Queensland; and 2014 Chair of Signal Processing & Communications, Queensland. Garry leads teams that conduct R&D into communications, tracking, automation and logistics solutions for mining and allied transport industries. He has over 100 research publications including: articles in IEEE Trans. Signal Processing, IEEE Trans. Automatic Control, IEEE Control Sys. Magazine, IEEE Trans. Aerospace and Electronic Systems, and IEEE Journal of Biomedical and Health Informatics. Most of his papers are available on

1books edited

10chapters authored

Latest work with IntechOpen by Garry Einicke

This book describes the classical smoothing, filtering and prediction techniques together with some more recently developed embellishments for improving performance within applications. It aims to present the subject in an accessible way, so that it can serve as a practical guide for undergraduates and newcomers to the field. The material is organised as a ten-lecture course. The foundations are laid in Chapters 1 and 2, which explain minimum-mean-square-error solution construction and asymptotic behaviour. Chapters 3 and 4 introduce continuous-time and discrete-time minimum-variance filtering. Generalisations for missing data, deterministic inputs, correlated noises, direct feedthrough terms, output estimation and equalisation are described. Chapter 5 simplifies the minimum-variance filtering results for steady-state problems. Observability, Riccati equation solution convergence, asymptotic stability and Wiener filter equivalence are discussed. Chapters 6 and 7 cover the subject of continuous-time and discrete-time smoothing. The main fixed-lag, fixed-point and fixed-interval smoother results are derived. It is shown that the minimum-variance fixed-interval smoother attains the best performance. Chapter 8 attends to parameter estimation. As the above-mentioned approaches all rely on knowledge of the underlying model parameters, maximum-likelihood techniques within expectation-maximisation algorithms for joint state and parameter estimation are described. Chapter 9 is concerned with robust techniques that accommodate uncertainties within problem specifications. An extra term within Riccati equations enables designers to trade-off average error and peak error performance. Chapter 10 rounds off the course by applying the afore-mentioned linear techniques to nonlinear estimation problems. It is demonstrated that step-wise linearisations can be used within predictors, filters and smoothers, albeit by forsaking optimal performance guarantees.

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