(Q42604414)

3 November 2017

Stochastic stable population growth in integral projection models: theory and application (English)

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integral projection model

3 November 2017

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1

Stephen P Ellner

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3 November 2017

2

Mark Rees

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3 November 2017

23 November 2006

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3 November 2017

30

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Journal of Mathematical Biology

inferred from page(s)

published in

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3 November 2017

54

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3 November 2017

2

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3 November 2017

227-256

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PubMed ID

17123085

maintained by WikiProject

3 November 2017

WikiProject Mathematics

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exact match

https://scigraph.springernature.com/pub.10.1007/s00285-006-0044-8

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cites work

Evolution of size-dependent flowering in a variable environment: construction and analysis of a stochastic integral projection model.

1 reference

12 December 2020

Evolution of size-dependent flowering in a variable environment: partitioning the effects of fluctuating selection.

1 reference

12 December 2020

A theory of Fisher's reproductive value

1 reference

12 December 2020

Evolution of complex flowering strategies: an age- and size-structured integral projection model.

1 reference

12 December 2020

Temporal autocorrelation and stochastic population growth

1 reference

12 December 2020

Recovery and management options for spring/summer chinook salmon in the Columbia River basin

1 reference

12 December 2020

Evolution of Size-Dependent Flowering in Onopordum illyricum: A Quantitative Assessment of the Role of Stochastic Selection Pressures

1 reference

12 December 2020

Population viability analyses in plants: challenges and opportunities

1 reference

12 December 2020

Integral projection models for species with complex demography

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12 December 2020

Ecology, evolution and 1 f -noise.

1 reference

12 December 2020

Seed dormancy and delayed flowering in monocarpic plants: selective interactions in a stochastic environment

1 reference

12 December 2020

Dispersion population models discrete in time and continuous in space

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12 December 2020

On the formulation and analysis of general deterministic structured population models. II. Nonlinear theory

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12 December 2020

10.1007/S00285-006-0044-8

Identifiers

DOI

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3 November 2017

1 reference

PubMed ID

17123085