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Filtering by: Subject Budget -- Mathematical models Non-Academic Affiliation Oregon State University. Honors College Subject Population biology -- Mathematical models

The Mathematics of Critical Shifts in Ecological Networks with Alternative Stable State Theory, A Potential Framework for Early Warning Indicators

Creator:

Kupperman, Michael D.

Abstract:

A long running problem in mathematical biology is the prediction of extinction events, a specialized case of the larger global stability problem found in differential equations and dynamical systems theory. A central technical question is how to introduce the randomness observed in real ecological systems not accounted for in deterministic...

Resource Type:

Honors College Thesis

Full Text:

biology have emphasized the mathematical and ecological relationships between model parameters, rather

ScholarsArchive@OSU

The Mathematics of Critical Shifts in Ecological Networks with Alternative Stable State Theory, A Potential Framework for Early Warning Indicators

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