Titlebook: Recent Developments in Variable Structure Systems, Economics and Biology; Proceedings of US-It R. R. Mohler,A. Ruberti Conference proceedin

Estimable

Bilinear Models in Ecology,ian theory, reproductive and/or mortality advantages accrue to individuals whose physiology and behavior are better adapted to their environment than their compatriots. By “adapted,” one means simply “beter designed,” in the egineering sense.

Arboreal

A Topological Space of Systems and a Dense Subset,iving a procedure to assign a topology to the space of systems in question. It is then illustrated the meaning of the property for a subset of being dense in the ensuing topological space. The dense subset we exhibit in the final part of the paper is very attractive in view of the particularly stron

ELATE

冥界三河

Stochastic Partial Differential Equations in Optical Communication Problems,oblems. The basic origins and generic structure of these equations are described and their relation to general quantum estimation and filtering theory explained. The major part of the paper is devoted to explicitly analyze certain examples arising from practical applications and to provide exact or

alcoholism

A Bounded Rate Model for Mass Action Multiple Binding Processes: Stability Analysis,me: . where . and . are respectively the association and dissociation rate constants. This kind of multiple reaction may either occur in solution (like the one between oxygen and the large respiratory proteins, e.g. hemoglobin in the vertebrates or hemocyanin in the invertebrates) or on cell surface

TIGER

ORE

slow-wave-sleep

莎草

Continuous Linear Programming and Piecewise Bilinear Systems,onal over a convex subset of R. defined by a set of linear inequalities arises naturally in many diverse fields. Such problems admit both elegant mathematics (the duality theory) and an efficient algorithm for their solution (the simplex method).

使殘廢

Optimal Bilinear Control Theory Applied to Pest Management,lied to the management of pest populations. Both lumped bilinear control model describing total number of populations and distributed bilinear control model representing the age distribution of a population are developed. Optimal bilinear control strategies are given as solutions of two-point bounda