Description Usage Arguments Details Value
View source: R/OptimizeByLOESS.R
function to optimize a two-part strategy breeding scheme: 1. Simulate a batch using given percentage ranges 2. Perform LOESS fit to the gains 3. Find budget with best estimated gain 4. Calculate new percentage ranges: any simulation within 2*StdErr of best 5. Decide on some simulations to repeat: 1. Parameter space with high gain and high std err: need more info there 2. Parameter space with high gain: high probability that it's best Go back to 1.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 | optimizeByLOESS(
batchSize,
nByPareto = round(batchSize * 0.7),
targetBudget,
percentRanges,
startCycle,
tolerance,
baseDir = NULL,
maxNumBatches = 10,
initializeFunc,
productPipeline,
populationImprovement,
bsp,
randomSeed = 1234,
nCores = 1
)
|
batchSize |
Integer number of simulations between LOESS fits |
targetBudget |
Numeric value that you want the budget adjusted to |
percentRanges |
Numeric matrix (nStages + 1 rows and 2 columns) of percentage budget allocation to crossing (F1) and all of the stages. If there is a stage that is genotyped, the genotyping cost is added to that stage |
startCycle |
Integer the start cycle from which to measure gain. The end cycle will be the last cycle. Set the startCycle so there is enough burn-in |
tolerance |
Numerical difference between min amd max percentage budgets for all stages |
baseDir |
Directory if you want to have progress saved by batch. Relative to R working directory. If not empty string, include final / |
maxNumBatches |
Integer to stop the simulations eventually if the algorithm is not narrowing in on optimal parameter values |
initializeFunc |
Function for runBreedingScheme |
productPipeline |
Function for runBreedingScheme |
populationImprovement |
Function for runBreedingScheme |
bsp |
A list of breeding scheme parameters. |
randomSeed |
Integer seed for random number generator |
nCores |
Integer number of cores to use for parallel simulation |
A wrapper to repeatedly simulate a scheme with different budget allocations to find optimal allocations
Numeric matix with all simulations budget allocations, gen mean change, gen std dev change, total cost.
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