MOOSE RECRUITMENT, ADULT MORTALITY AND RATE OF CHANGE
Rates of change in moose (Alces alces) abundance are typically measured from 2 or more population estimates. However, λ, the finite annual rate of change, can also be calculated from annual recruitment (R) and adult mortality (M) rates by the equation: λ = (1 - M)/(1 - R). Thus, rate of change can b...
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1991
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ftjalces:oai:ojs.pkp.sfu.ca:article/1095 2023-05-15T13:12:59+02:00 MOOSE RECRUITMENT, ADULT MORTALITY AND RATE OF CHANGE Hatter, Ian W. Bergerud, Wendy A. 1991-01-01 application/pdf http://alcesjournal.org/index.php/alces/article/view/1095 eng eng Lakehead University http://alcesjournal.org/index.php/alces/article/view/1095/1167 http://alcesjournal.org/index.php/alces/article/view/1095 Alces: A Journal Devoted to the Biology and Management of Moose; Vol. 27 (1991): Alces Vol. 27 (1991); 65-73 2293-6629 0835-5851 info:eu-repo/semantics/article info:eu-repo/semantics/publishedVersion Peer-reviewed Article 1991 ftjalces 2022-02-12T19:35:55Z Rates of change in moose (Alces alces) abundance are typically measured from 2 or more population estimates. However, λ, the finite annual rate of change, can also be calculated from annual recruitment (R) and adult mortality (M) rates by the equation: λ = (1 - M)/(1 - R). Thus, rate of change can be assessed without population estimates; mortality rates can be estimated from R and λ; and λ measured from absolute density surveys can be cross-checked with estimates of R and M. Moose managers may also find the equation useful for interpolating moose numbers between periodic absolute density surveys. Several examples are provided to illustrate use of the equation. Article in Journal/Newspaper Alces alces Alces (A Journal Devoted to the Biology and Management of Moose) |
institution |
Open Polar |
collection |
Alces (A Journal Devoted to the Biology and Management of Moose) |
op_collection_id |
ftjalces |
language |
English |
description |
Rates of change in moose (Alces alces) abundance are typically measured from 2 or more population estimates. However, λ, the finite annual rate of change, can also be calculated from annual recruitment (R) and adult mortality (M) rates by the equation: λ = (1 - M)/(1 - R). Thus, rate of change can be assessed without population estimates; mortality rates can be estimated from R and λ; and λ measured from absolute density surveys can be cross-checked with estimates of R and M. Moose managers may also find the equation useful for interpolating moose numbers between periodic absolute density surveys. Several examples are provided to illustrate use of the equation. |
format |
Article in Journal/Newspaper |
author |
Hatter, Ian W. Bergerud, Wendy A. |
spellingShingle |
Hatter, Ian W. Bergerud, Wendy A. MOOSE RECRUITMENT, ADULT MORTALITY AND RATE OF CHANGE |
author_facet |
Hatter, Ian W. Bergerud, Wendy A. |
author_sort |
Hatter, Ian W. |
title |
MOOSE RECRUITMENT, ADULT MORTALITY AND RATE OF CHANGE |
title_short |
MOOSE RECRUITMENT, ADULT MORTALITY AND RATE OF CHANGE |
title_full |
MOOSE RECRUITMENT, ADULT MORTALITY AND RATE OF CHANGE |
title_fullStr |
MOOSE RECRUITMENT, ADULT MORTALITY AND RATE OF CHANGE |
title_full_unstemmed |
MOOSE RECRUITMENT, ADULT MORTALITY AND RATE OF CHANGE |
title_sort |
moose recruitment, adult mortality and rate of change |
publisher |
Lakehead University |
publishDate |
1991 |
url |
http://alcesjournal.org/index.php/alces/article/view/1095 |
genre |
Alces alces |
genre_facet |
Alces alces |
op_source |
Alces: A Journal Devoted to the Biology and Management of Moose; Vol. 27 (1991): Alces Vol. 27 (1991); 65-73 2293-6629 0835-5851 |
op_relation |
http://alcesjournal.org/index.php/alces/article/view/1095/1167 http://alcesjournal.org/index.php/alces/article/view/1095 |
_version_ |
1766255267247292416 |