Automated Author Profile

Freed, Leonard A.

Current S-Index

3.0

Sum of Dataset Indices for all datasets

Average Dataset Index per Dataset

1.0

Average Dataset Index per dataset

Total Datasets

3

Total datasets for this author

Average FAIR Score

82.1%

Average FAIR Score per dataset

Total Citations

1

Total citations to the author's datasets

Total Mentions

0

Total mentions of the author's datasets

S-Index Interpretation

S-Index Over Time

Cumulative Citations Over Time

Cumulative Mentions Over Time

Datasets

Supplement 1. R code for piecewise regression.

File List R_code_for_piecewise_regression.r (MD5: 56713e387417b7364390e6095dad8fab) Description Piecewise regression is a statistical method for estimationg two slopes in a series of data, one slope before a breakpoint and one slope after the breakpoint. The breakpoint can be fixed or estimated. Fixed breakpoints are based on changes in the environment. However, estimated breakpoints are necessary in competition studies, because an increase in one competitor must occur before the decline in the other competitor(s). Estimated breakpoints can determine, without bias, if the declines occurred after the increase.

Authors

  • Freed, Leonard A. ;
  • Cann, Rebecca L.
0 Citations0 Mentions85% FAIR0.3 Dataset Index
10.6084/m9.figshare.35638892016

Supplement 1. R code for piecewise regression.

File List R_code_for_piecewise_regression.r (MD5: 56713e387417b7364390e6095dad8fab) Description Piecewise regression is a statistical method for estimationg two slopes in a series of data, one slope before a breakpoint and one slope after the breakpoint. The breakpoint can be fixed or estimated. Fixed breakpoints are based on changes in the environment. However, estimated breakpoints are necessary in competition studies, because an increase in one competitor must occur before the decline in the other competitor(s). Estimated breakpoints can determine, without bias, if the declines occurred after the increase.

Authors

  • Freed, Leonard A. ;
  • Cann, Rebecca L.
0 Citations0 Mentions85% FAIR0.3 Dataset Index
10.6084/m9.figshare.3563889.v12016

Data from: Multiple reversals of bill length over 1.7 million years in a Hawaiian bird lineage (Version: 1)

Evolutionary change has been documented over geological time, but reversals in morphology, from an ancestral state to a derived state and back again, tend to be rare. Multiple reversals along the same lineage are even rarer. We use the chronology of the Hawaiian Islands and an avian example, the Hawaiian honeycreeper ‘amakihi (Hemignathus spp.) lineage, which originated on the oldest main island of Kaua‘i 1.7 million years ago, to examine the process of sequential reversals in bill length. We document three single and two multiple reversals of bill length on six main islands from oldest to youngest, consistent with the phylogeny of the lineage. Longer bills occur on islands with endemic species, including phylogenetically relevant outgroups, that may compete with or dominate the ‘amakihi. On islands without those species, the ‘amakihi had shorter bills of similar length. Both types of reversals in morphology in this lineage integrate microevolutionary processes with macroevolution in the adaptive radiation of Hawaiian honeycreepers.

Authors

  • Freed, Leonard A. ;
  • Medeiros, Matthew C. I. ;
  • Cann, Rebecca L.
1 Citation0 Mentions77% FAIR2.3 Dataset Index
10.5061/dryad.4k7c52015