activity
20182021
collaborators

7 papers

eess.SY2021

Mathematical Modeling of Guidance Trajectory with a Moving Destination Using Conditionally Markov Modeling

Reza Rezaie, X. Rong Li

A trajectory of a destination-directed moving object (e.g. an aircraft from an origin airport to a destination airport) has three main components: an origin, a destination, and mot…

math.PR2019

Singularity in CM Sequences

Reza Rezaie, X. Rong Li

Most existing results about modeling and characterizing Gaussian Markov, reciprocal, and conditionally Markov (CM) processes assume nonsingularity of the processes. This assumption…

eess.SY2018

CM Sequence based Trajectory Modeling with Destination

Reza Rezaie, X. Rong Li

In some problems there is information about the destination of a moving object. An example is an airliner flying from an origin to a destination. Such problems have three main comp…

math.PR2018

Markov-Induced CM Model

Reza Rezaie, X. Rong Li

Conditionally Markov (CM) sequences are powerful mathematical tools for modeling random phenomena. There are several classes of CM sequences one of which is the reciprocal sequence…

math.PR2018

Sample-Path Equivalent CM Models

Reza Rezaie, X. Rong Li

The conditionally Markov (CM) sequence contains different classes including Markov, reciprocal, and so-called and (two special classes of CM sequences). Each class ha…

math.PR2018

Reciprocal Sequences as CM Sequences

Reza Rezaie, X. Rong Li

The conditionally Markov (CM) sequence contains several classes, including the reciprocal sequence. Reciprocal sequences have been widely used in many areas of engineering, includi…