Days to Flower Cluster

Summary
324 Germplasm
324 Germplasm
972 Recorded Values
972 Recorded Values
1 Years
1 Years
1 Locations
1 Locations
1 Experiments
1 Experiments
 
Definition
Days to Flower Cluster

Different clusters of the days to flowering (DTF) derived from principal component analysis (PCA) and hierarchical k-means clustering.

Collection Methods
Experiments
Strategic Identification of New Genetic Diversity to Expand Lentil Lens culinaris Medik. Production Using Nepal as an Example

This experiment was measured using the following method(s): Principal Component Analysis (Unitless).

Table 1: Site-years for Strategic Identification of New Genetic Diversity to Expand Lentil Lens culinaris Medik. Production Using Nepal as an Example*
LocationYears
N/AN/A
* Only contains site years with data for this trait.
Phenotypes
Germplasm Phenotype Search 
Trait Distribution Plot 

The phenotypic data is best summarized in a trait distribution chart. To see the summary for your experiment of interest, select it from the drop-down below. If the trait was measured with multiple methods in this experiment, you will see each method displayed in it's own chart.

Select the experiment you are insterested in.
Principal Component Analysis (Unitless)
Figure: Comparison of observed Days to Flower Cluster (Principal Component Analysis) between site years for Strategic Identification of New Genetic Diversity to Expand Lentil Lens culinaris Medik. Production Using Nepal as an Example.
Days to Flower Cluster was measured in Unitless.Principal Component Analysis (PCA) Replicates were then averaged per germplasm within a single site-year. The chart shows the traditional box plot with the kernel density estimation flanking it. Thus values in a wider section of the plot represent higher probability that members of the sampled germplasm collection will show that phenotype.
Genetic Maps and QTL
The following table lists quantitative trait loci (QTL) available for the current trait.
Genetic MapTraitNamePeak PositionConfidence IntervalPeak LODAdditive Effect
There are no quantitative trait loci (QTL) asscoaited with the current trait.