tsvr
tsvr quantifies timescale-specific compensatory versus synchronous dynamics by decomposing the classical variance ratio to assess ecological stability across temporal scales.
Key Features:
- Timescale-specific variance ratio decomposition: Decomposes the classical variance ratio into contributions attributable to distinct temporal scales to separate compensatory and synchronous dynamics.
- Variance ratio foundation: Retains the comparison of community variance to aggregate population variance from the classical variance ratio framework.
- Timescale-specificity metric: Computes a metric that quantifies timescale-specificity and relates it back to the classic variance ratio.
- Implementation: Implemented as an R package accompanying the research paper (DOI: 10.1101/742510).
- Cross-system applicability: Applicable to analyses in aquatic and terrestrial ecological systems.
Scientific Applications:
- Detecting compensatory dynamics: Identifies whether communities exhibit compensatory (anti-synchronous) or synchronous fluctuations at specific temporal scales.
- Long-term community analysis: Applied to long-term, multi-site grassland community time series to evaluate timescale-dependent variability.
- Comparing population and community variability: Enables comparison of population-level variability and community-level variability across short and long timescales.
- Informing ecological stability theory: Provides quantitative insight into how timescale-specific dynamics contribute to ecological stability and conservation considerations.
Methodology:
Decomposes the classical variance ratio into timescale-specific contributions, computes a metric quantifying timescale-specificity and relates results back to the classic variance ratio; implemented in R.
Topics
Details
- Programming Languages:
- R
- Added:
- 11/14/2019
- Last Updated:
- 12/31/2020
Operations
Publications
Zhao L, Wang S, Hallett LM, Rypel A, Sheppard LW, Castorani MC, Shoemaker LG, Cottingham KL, Suding K, Reuman DC. A new variance ratio metric to detect the timescale of compensatory dynamics. Unknown Journal. 2019. doi:10.1101/742510.
DOI: 10.1101/742510