Activities per year
An approach to schedule development in project management is proposed based on models and methods of idempotent algebra. The approach offers a way to represent various types of precedence relationships among activities in projects as linear vector equations in terms of an idempotent semiring. As a result, many issues in project scheduling reduce to solving computational problems in the idempotent algebra setting, like linear equations and the eigenvalue problem. The solutions to the problems are given in a compact vector form that provides the basis for the development of efficient computation procedures and related software applications.
|Title of host publication||Recent Researches in Communications, Electronics, Signal Processing and Automatic Control|
|Publisher||WSEAS - World Scientific and Engineering Academy and Society|
|Pages||232 стр., 161-166|
|Publication status||Published - 2012|
Николай Кимович Кривулин (Participant)22 Feb 2012 → 27 Feb 2012
Николай Кимович Кривулин (Invited speaker)23 Feb 2012