Last updated: 2026-04-01
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Integrating-nir-genomic-kernel/
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Note that any generated files, e.g. HTML, png, CSS, etc., are not included in this status report because it is ok for generated content to have uncommitted changes.
These are the previous versions of the repository in which changes were
made to the R Markdown
(analysis/variance_components_pt.Rmd) and HTML
(docs/variance_components_pt.html) files. If you’ve
configured a remote Git repository (see ?wflow_git_remote),
click on the hyperlinks in the table below to view the files as they
were in that past version.
| File | Version | Author | Date | Message |
|---|---|---|---|---|
| Rmd | 00ef3ef | WevertonGomesCosta | 2026-04-01 | update |
| html | 00ef3ef | WevertonGomesCosta | 2026-04-01 | update |
| Rmd | b12ed7d | WevertonGomesCosta | 2026-04-01 | update |
| Rmd | 1915912 | WevertonGomesCosta | 2026-03-31 | update |
| Rmd | 218576b | WevertonGomesCosta | 2026-03-31 | update |
| Rmd | c7ec52d | WevertonGomesCosta | 2026-03-31 | update |
| Rmd | 013c1f5 | WevertonGomesCosta | 2026-03-31 | update |
| Rmd | 5a74c12 | WevertonGomesCosta | 2026-03-31 | update |
| html | 74c0c6f | WevertonGomesCosta | 2026-03-31 | update htmls |
| Rmd | 3c194a1 | WevertonGomesCosta | 2026-03-31 | update |
| Rmd | 3ff4037 | WevertonGomesCosta | 2026-03-30 | update |
| html | 3ff4037 | WevertonGomesCosta | 2026-03-30 | update |
Language / Idioma: English | Português
Nota operacional: Nesta versão em português, a etapa pesada de ajuste Bayesiano permanece documentada, mas a renderização depende dos arquivos já gerados pela execução em inglês. Os chunks de carregamento ficam ocultos e a leitura dos resultados consolidados é feita a partir de
output/variance_components/.
Este tutorial resume os componentes de variância dos modelos preditivos usados neste estudo. No fluxo atual, este arquivo é usado principalmente para consolidar e interpretar resultados que já foram previamente estimados, embora ainda preserve a estrutura de código necessária para ajustar os modelos quando essa etapa precisar ser refeita.
O objetivo é quantificar quanto da variância fenotípica total é atribuída aos efeitos principais e aos termos de interação incluídos em cada modelo. Em termos práticos, este script ajuda a responder perguntas como:
Este script está organizado em quatro estágios:
matrizes.Rmd.Uma grande proporção de variância associada a uma dada fonte não deve ser interpretada automaticamente como evidência de complementaridade biológica ou de melhor desempenho preditivo. Esse ponto é especialmente importante para P, porque a similaridade baseada em NIRS pode refletir forte resposta fisiológica ao ambiente além de qualquer sinal biológico estável, e para W, porque o kernel climático complementa, mas não substitui, o efeito categórico de ambiente.
Entradas desta etapa - matrizes e kernels gerados em
matrizes.Rmd - o catálogo reduzido de 18 modelos usado no
projeto
Saídas desta etapa - resultados brutos de componentes de variância - resumos processados de componentes de variância - tabelas percentuais e figuras diagnósticas
Próxima etapa - esta etapa complementa a
interpretação estrutural dos modelos e deve ser lida em conjunto com os
resultados preditivos gerados depois em
analysis_prediction.Rmd.
Primeiro, carregamos os pacotes usados para manipular os dados, ajustar os modelos Bayesianos e gerar as figuras finais em padrão de artigo.
library(dplyr)
library(tidyr)
library(readr)
library(stringr)
library(tibble)
library(ggplot2)
library(BGLR)
library(parallel)
library(doParallel)
library(foreach)
library(ggthemes)
library(scales)
library(fs)
Todos os kernels e objetos fenotípicos devem estar disponíveis em
output/Matrizes/, que é o diretório de saída criado em
matrizes.Rmd. Os resultados de componentes de variância
gerados aqui são armazenados em
output/variance_components/.
kernel_dir <- "output/Matrizes"
results_dir <- "output/variance_components"
figure_dir <- file.path(results_dir, "figures")
dir.create(results_dir, recursive = TRUE, showWarnings = FALSE)
dir.create(figure_dir, recursive = TRUE, showWarnings = FALSE)
Antes de ler os arquivos, verificamos se os objetos .rds
esperados estão presentes na pasta de saídas das matrizes. Isso deixa o
tutorial mais robusto porque o script para imediatamente se algum objeto
necessário estiver ausente.
required_files <- c(
"ZG.rds", "ZP.rds", "ZE.rds", "ZEZE.rds", "ZW.rds",
"ZGZE.rds", "ZPZE.rds", "ZGZW.rds", "ZPZW.rds",
"GGK.rds", "PGK.rds", "GAK.rds", "PAK.rds",
"GGKE.rds", "PGKE.rds", "GGKW.rds", "PGKW.rds",
"GAKE.rds", "PAKE.rds", "GAKW.rds", "PAKW.rds",
"Pheno.rds", "Pedigree.rds"
)
missing_files <- required_files[!file.exists(file.path(kernel_dir, required_files))]
if (length(missing_files) > 0) {
stop(
"The following required files were not found in output/Matrizes/: ",
paste(missing_files, collapse = ", "),
". Run matrizes.Rmd first."
)
}
Esses vetores definem como os componentes de variância aparecerão nas saídas finais. Manter esses rótulos visíveis no script principal ajuda o leitor a entender como os nomes internos do modelo são traduzidos para rótulos prontos para artigo.
component_display <- c(
E = "Ambiente (E)",
G = "Genômico linear (G)",
P = "Fenômico linear (P)",
W = "Kernel climático (W)",
GE = "G × E",
PE = "P × E",
GW = "G × W",
PW = "P × W",
GGK = "Genômico Gaussiano (GGK)",
PGK = "Fenômico Gaussiano (PGK)",
GAK = "Genômico arc-cosine (GAK)",
PAK = "Fenômico arc-cosine (PAK)",
GGKE = "GGK × E",
PGKE = "PGK × E",
GAKE = "GAK × E",
PAKE = "PAK × E",
GGKW = "GGK × W",
PGKW = "PGK × W",
GAKW = "GAK × W",
PAKW = "PAK × W",
Residual = "Residual"
)
component_order <- c(
"Ambiente (E)",
"Genômico linear (G)",
"Fenômico linear (P)",
"Kernel climático (W)",
"G × E",
"P × E",
"G × W",
"P × W",
"Genômico Gaussiano (GGK)",
"Fenômico Gaussiano (PGK)",
"Genômico arc-cosine (GAK)",
"Fenômico arc-cosine (PAK)",
"GGK × E",
"PGK × E",
"GAK × E",
"PAK × E",
"GGK × W",
"PGK × W",
"GAK × W",
"PAKW × W",
"Residual"
)
component_order[component_order == "PAKW × W"] <- "PAK × W"
Esta seção carrega as matrizes geradas em matrizes.Rmd.
Esses objetos são as entradas centrais da análise de componentes de
variância.
Antes de ajustar os modelos, é importante verificar se os kernels são
quadrados e alinhados à mesma ordem de observações usada em
Pheno. Em um contexto tutorial, essa é uma checagem
importante porque muitos erros posteriores são causados por ordens
incompatíveis entre linhas e colunas.
reference_ids <- Pheno$ObsID
ZE <- ZE[match(reference_ids, rownames(ZE)), , drop = FALSE]
ZG <- ZG[reference_ids, reference_ids, drop = FALSE]
ZP <- ZP[reference_ids, reference_ids, drop = FALSE]
ZEZE <- ZEZE[reference_ids, reference_ids, drop = FALSE]
ZW <- ZW[reference_ids, reference_ids, drop = FALSE]
ZGZE <- ZGZE[reference_ids, reference_ids, drop = FALSE]
ZPZE <- ZPZE[reference_ids, reference_ids, drop = FALSE]
ZGZW <- ZGZW[reference_ids, reference_ids, drop = FALSE]
ZPZW <- ZPZW[reference_ids, reference_ids, drop = FALSE]
GGK <- GGK[reference_ids, reference_ids, drop = FALSE]
PGK <- PGK[reference_ids, reference_ids, drop = FALSE]
GAK <- GAK[reference_ids, reference_ids, drop = FALSE]
PAK <- PAK[reference_ids, reference_ids, drop = FALSE]
GGKE <- GGKE[reference_ids, reference_ids, drop = FALSE]
PGKE <- PGKE[reference_ids, reference_ids, drop = FALSE]
GGKW <- GGKW[reference_ids, reference_ids, drop = FALSE]
PGKW <- PGKW[reference_ids, reference_ids, drop = FALSE]
GAKE <- GAKE[reference_ids, reference_ids, drop = FALSE]
PAKE <- PAKE[reference_ids, reference_ids, drop = FALSE]
GAKW <- GAKW[reference_ids, reference_ids, drop = FALSE]
PAKW <- PAKW[reference_ids, reference_ids, drop = FALSE]
kernel_inventory <- tibble(
kernel = c("ZG", "ZP", "ZEZE", "ZW", "GGK", "PGK", "GAK", "PAK"),
n_rows = c(nrow(ZG), nrow(ZP), nrow(ZEZE), nrow(ZW), nrow(GGK), nrow(PGK), nrow(GAK), nrow(PAK)),
n_cols = c(ncol(ZG), ncol(ZP), ncol(ZEZE), ncol(ZW), ncol(GGK), ncol(PGK), ncol(GAK), ncol(PAK)),
is_square = c(
nrow(ZG) == ncol(ZG),
nrow(ZP) == ncol(ZP),
nrow(ZEZE) == ncol(ZEZE),
nrow(ZW) == ncol(ZW),
nrow(GGK) == ncol(GGK),
nrow(PGK) == ncol(PGK),
nrow(GAK) == ncol(GAK),
nrow(PAK) == ncol(PAK)
),
symmetric_names = c(
identical(rownames(ZG), colnames(ZG)),
identical(rownames(ZP), colnames(ZP)),
identical(rownames(ZEZE), colnames(ZEZE)),
identical(rownames(ZW), colnames(ZW)),
identical(rownames(GGK), colnames(GGK)),
identical(rownames(PGK), colnames(PGK)),
identical(rownames(GAK), colnames(GAK)),
identical(rownames(PAK), colnames(PAK))
),
aligned_with_reference = c(
identical(rownames(ZG), reference_ids),
identical(rownames(ZP), reference_ids),
identical(rownames(ZEZE), reference_ids),
identical(rownames(ZW), reference_ids),
identical(rownames(GGK), reference_ids),
identical(rownames(PGK), reference_ids),
identical(rownames(GAK), reference_ids),
identical(rownames(PAK), reference_ids)
)
)
kernel_inventory %>%
dplyr::mutate(
n_rows = format(n_rows, big.mark = ","),
n_cols = format(n_cols, big.mark = ",")
) %>%
knitr::kable(
caption = "Resumo diagnóstico dos principais kernels usados na análise de componentes de variância após alinhamento explícito à ordem das observações fenotípicas.",
align = "lcccccc"
) %>%
kableExtra::kable_styling(
bootstrap_options = c("striped", "hover", "condensed", "responsive"),
full_width = FALSE,
position = "left"
) %>%
kableExtra::scroll_box(width = "100%", height = "260px")
| kernel | n_rows | n_cols | is_square | symmetric_names | aligned_with_reference |
|---|---|---|---|---|---|
| ZG | 982 | 982 | TRUE | TRUE | TRUE |
| ZP | 982 | 982 | TRUE | TRUE | TRUE |
| ZEZE | 982 | 982 | TRUE | TRUE | TRUE |
| ZW | 982 | 982 | TRUE | TRUE | TRUE |
| GGK | 982 | 982 | TRUE | TRUE | TRUE |
| PGK | 982 | 982 | TRUE | TRUE | TRUE |
| GAK | 982 | 982 | TRUE | TRUE | TRUE |
| PAK | 982 | 982 | TRUE | TRUE | TRUE |
Cada modelo é definido como uma lista no formato exigido pelo
argumento ETA de BGLR. O termo de ambiente
(E) é incluído como uma matriz de efeitos fixos com
model = "BRR", enquanto os kernels são ajustados como
efeitos aleatórios com model = "RKHS".
models <- list()
models[[1]] <- list(
E = list(X = ZE, model = "BRR"),
G = list(K = ZG, model = "RKHS"),
GE = list(K = ZGZE, model = "RKHS")
)
models[[2]] <- list(
E = list(X = ZE, model = "BRR"),
P = list(K = ZP, model = "RKHS"),
PE = list(K = ZPZE, model = "RKHS")
)
models[[3]] <- list(
E = list(X = ZE, model = "BRR"),
GGK = list(K = GGK, model = "RKHS"),
GGKE = list(K = GGKE, model = "RKHS")
)
models[[4]] <- list(
E = list(X = ZE, model = "BRR"),
PGK = list(K = PGK, model = "RKHS"),
PGKE = list(K = PGKE, model = "RKHS")
)
models[[5]] <- list(
E = list(X = ZE, model = "BRR"),
GAK = list(K = GAK, model = "RKHS"),
GAKE = list(K = GAKE, model = "RKHS")
)
models[[6]] <- list(
E = list(X = ZE, model = "BRR"),
PAK = list(K = PAK, model = "RKHS"),
PAKE = list(K = PAKE, model = "RKHS")
)
models[[7]] <- list(
E = list(X = ZE, model = "BRR"),
G = list(K = ZG, model = "RKHS"),
P = list(K = ZP, model = "RKHS"),
GE = list(K = ZGZE, model = "RKHS"),
PE = list(K = ZPZE, model = "RKHS")
)
models[[8]] <- list(
E = list(X = ZE, model = "BRR"),
GGK = list(K = GGK, model = "RKHS"),
PGK = list(K = PGK, model = "RKHS"),
GGKE = list(K = GGKE, model = "RKHS"),
PGKE = list(K = PGKE, model = "RKHS")
)
models[[9]] <- list(
E = list(X = ZE, model = "BRR"),
GAK = list(K = GAK, model = "RKHS"),
PAK = list(K = PAK, model = "RKHS"),
GAKE = list(K = GAKE, model = "RKHS"),
PAKE = list(K = PAKE, model = "RKHS")
)
models[[10]] <- list(
E = list(X = ZE, model = "BRR"),
W = list(K = ZW, model = "RKHS"),
G = list(K = ZG, model = "RKHS"),
GE = list(K = ZGZE, model = "RKHS"),
GW = list(K = ZGZW, model = "RKHS")
)
models[[11]] <- list(
E = list(X = ZE, model = "BRR"),
W = list(K = ZW, model = "RKHS"),
P = list(K = ZP, model = "RKHS"),
PE = list(K = ZPZE, model = "RKHS"),
PW = list(K = ZPZW, model = "RKHS")
)
models[[12]] <- list(
E = list(X = ZE, model = "BRR"),
W = list(K = ZW, model = "RKHS"),
G = list(K = ZG, model = "RKHS"),
P = list(K = ZP, model = "RKHS"),
GE = list(K = ZGZE, model = "RKHS"),
PE = list(K = ZPZE, model = "RKHS"),
GW = list(K = ZGZW, model = "RKHS"),
PW = list(K = ZPZW, model = "RKHS")
)
models[[13]] <- list(
E = list(X = ZE, model = "BRR"),
W = list(K = ZW, model = "RKHS"),
GGK = list(K = GGK, model = "RKHS"),
GGKE = list(K = GGKE, model = "RKHS"),
GGKW = list(K = GGKW, model = "RKHS")
)
models[[14]] <- list(
E = list(X = ZE, model = "BRR"),
W = list(K = ZW, model = "RKHS"),
PGK = list(K = PGK, model = "RKHS"),
PGKE = list(K = PGKE, model = "RKHS"),
PGKW = list(K = PGKW, model = "RKHS")
)
models[[15]] <- list(
E = list(X = ZE, model = "BRR"),
W = list(K = ZW, model = "RKHS"),
GGK = list(K = GGK, model = "RKHS"),
PGK = list(K = PGK, model = "RKHS"),
GGKE = list(K = GGKE, model = "RKHS"),
PGKE = list(K = PGKE, model = "RKHS"),
GGKW = list(K = GGKW, model = "RKHS"),
PGKW = list(K = PGKW, model = "RKHS")
)
models[[16]] <- list(
E = list(X = ZE, model = "BRR"),
W = list(K = ZW, model = "RKHS"),
GAK = list(K = GAK, model = "RKHS"),
GAKE = list(K = GAKE, model = "RKHS"),
GAKW = list(K = GAKW, model = "RKHS")
)
models[[17]] <- list(
E = list(X = ZE, model = "BRR"),
W = list(K = ZW, model = "RKHS"),
PAK = list(K = PAK, model = "RKHS"),
PAKE = list(K = PAKE, model = "RKHS"),
PAKW = list(K = PAKW, model = "RKHS")
)
models[[18]] <- list(
E = list(X = ZE, model = "BRR"),
W = list(K = ZW, model = "RKHS"),
GAK = list(K = GAK, model = "RKHS"),
PAK = list(K = PAK, model = "RKHS"),
GAKE = list(K = GAKE, model = "RKHS"),
PAKE = list(K = PAKE, model = "RKHS"),
GAKW = list(K = GAKW, model = "RKHS"),
PAKW = list(K = PAKW, model = "RKHS")
)
names(models) <- sprintf("Eta%02d", seq_along(models))
Esta tabela é útil tanto para verificações internas quanto para vincular os rótulos das figuras à descrição formal de cada modelo.
model_info <- tibble(
ModelID = 1:18,
Model = sprintf("M%02d", 1:18),
ETA = names(models),
Categoria = c(
rep("Fonte única + E", 6),
rep("Integrado G/P + E", 3),
rep("Enriquecido com clima", 9)
),
Description = c(
"E + G + GE",
"E + P + PE",
"E + GGK + GGKE",
"E + PGK + PGKE",
"E + GAK + GAKE",
"E + PAK + PAKE",
"E + G + P + GE + PE",
"E + GGK + PGK + GGKE + PGKE",
"E + GAK + PAK + GAKE + PAKE",
"E + W + G + GE + GW",
"E + W + P + PE + PW",
"E + W + G + P + GE + PE + GW + PW",
"E + W + GGK + GGKE + GGKW",
"E + W + PGK + PGKE + PGKW",
"E + W + GGK + PGK + GGKE + PGKE + GGKW + PGKW",
"E + W + GAK + GAKE + GAKW",
"E + W + PAK + PAKE + PAKW",
"E + W + GAK + PAK + GAKE + PAKE + GAKW + PAKW"
)
)
readr::write_csv(model_info, file.path(results_dir, "model_catalog.csv"))
model_info %>%
knitr::kable(
caption = "Catálogo dos 18 modelos avaliados na análise de componentes de variância.",
align = "cll"
) %>%
kableExtra::kable_styling(
bootstrap_options = c("striped", "hover", "condensed", "responsive"),
full_width = FALSE,
position = "left"
) %>%
kableExtra::scroll_box(width = "100%", height = "340px")
| ModelID | Model | ETA | Categoria | Description |
|---|---|---|---|---|
| 1 | M01 | Eta01 | Fonte única + E | E + G + GE |
| 2 | M02 | Eta02 | Fonte única + E | E + P + PE |
| 3 | M03 | Eta03 | Fonte única + E | E + GGK + GGKE |
| 4 | M04 | Eta04 | Fonte única + E | E + PGK + PGKE |
| 5 | M05 | Eta05 | Fonte única + E | E + GAK + GAKE |
| 6 | M06 | Eta06 | Fonte única + E | E + PAK + PAKE |
| 7 | M07 | Eta07 | Integrado G/P + E | E + G + P + GE + PE |
| 8 | M08 | Eta08 | Integrado G/P + E | E + GGK + PGK + GGKE + PGKE |
| 9 | M09 | Eta09 | Integrado G/P + E | E + GAK + PAK + GAKE + PAKE |
| 10 | M10 | Eta10 | Enriquecido com clima | E + W + G + GE + GW |
| 11 | M11 | Eta11 | Enriquecido com clima | E + W + P + PE + PW |
| 12 | M12 | Eta12 | Enriquecido com clima | E + W + G + P + GE + PE + GW + PW |
| 13 | M13 | Eta13 | Enriquecido com clima | E + W + GGK + GGKE + GGKW |
| 14 | M14 | Eta14 | Enriquecido com clima | E + W + PGK + PGKE + PGKW |
| 15 | M15 | Eta15 | Enriquecido com clima | E + W + GGK + PGK + GGKE + PGKE + GGKW + PGKW |
| 16 | M16 | Eta16 | Enriquecido com clima | E + W + GAK + GAKE + GAKW |
| 17 | M17 | Eta17 | Enriquecido com clima | E + W + PAK + PAKE + PAKW |
| 18 | M18 | Eta18 | Enriquecido com clima | E + W + GAK + PAK + GAKE + PAKE + GAKW + PAKW |
Esses valores definem o amostrador de Gibbs usado pelo
BGLR. Ajuste-os aqui se uma cadeia mais longa for
necessária para diagnósticos de convergência ou análises de
sensibilidade.
nIter <- 10000
burnIn <- 1000
thin <- 10
num_rep <- 20
traits <- c("GY", "KW")
Este é o passo computacionalmente mais caro. O chunk é mantido com
eval=FALSE para que o tutorial possa ser renderizado sem
rerodar todos os modelos Bayesianos a cada vez. Quando você precisar de
componentes de variância atualizados, mude eval para
TRUE e execute o chunk.
numCores <- parallel::detectCores()
useCores <- max(1, numCores - 1)
cl <- parallel::makeCluster(useCores)
doParallel::registerDoParallel(cl)
combos <- expand.grid(
Model = 1:18,
REP = 1:num_rep,
Trait = traits,
stringsAsFactors = FALSE
)
results_list <- foreach(
i = 1:nrow(combos),
.packages = c("BGLR", "dplyr", "tibble")
) %dopar% {
Model <- combos$Model[i]
rep_num <- combos$REP[i]
Trait <- combos$Trait[i]
pheno <- data.frame(Pheno)
y_data <- as.numeric(pheno[[Trait]])
out_dir <- file.path(results_dir, paste0("rep_", rep_num), sprintf("Eta%02d", Model))
dir.create(out_dir, recursive = TRUE, showWarnings = FALSE)
save_prefix <- file.path(out_dir, Trait)
start_time <- Sys.time()
fit <- BGLR(
y = y_data,
ETA = models[[Model]],
nIter = nIter,
burnIn = burnIn,
thin = thin,
saveAt = save_prefix
)
end_time <- Sys.time()
variance_samples <- list()
if (!is.null(fit$ETA)) {
effect_names <- names(fit$ETA)
if (is.null(effect_names)) {
effect_names <- paste0("Effect_", seq_along(fit$ETA))
}
for (j in seq_along(fit$ETA)) {
parameter_names <- names(fit$ETA[[j]])
var_parameter <- parameter_names[grepl("^var", parameter_names)]
if (length(var_parameter) > 0) {
variance_samples[[effect_names[j]]] <- fit$ETA[[j]][[var_parameter[1]]]
}
}
}
metrics_object <- list(
varE_samples = fit$varE,
variances_samples = variance_samples,
DIC = fit$fit$DIC,
runtime_sec = as.numeric(difftime(end_time, start_time, units = "secs"))
)
saveRDS(metrics_object, paste0(save_prefix, "_metrics.rds"))
result_table <- tibble(
Component = "Residual",
MeanVar = mean(metrics_object$varE_samples, na.rm = TRUE)
)
if (length(metrics_object$variances_samples) > 0) {
for (nm in names(metrics_object$variances_samples)) {
result_table <- bind_rows(
result_table,
tibble(
Component = nm,
MeanVar = mean(metrics_object$variances_samples[[nm]], na.rm = TRUE)
)
)
}
}
rm(fit)
gc()
result_table %>%
mutate(Model = Model, Rep = rep_num, Trait = Trait)
}
stopCluster(cl)
all_variance <- bind_rows(results_list)
write_csv(all_variance, file.path(results_dir, "variance_components_raw.csv"))
saveRDS(all_variance, file.path(results_dir, "variance_components_raw.rds"))
Na versão atual do fluxo, esta é a seção usada com mais frequência.
Em vez de reajustar todos os modelos a cada execução, o script lê os
arquivos _metrics.rds previamente salvos e os consolida em
um único objeto. Isso mantém o tutorial prático e reprodutível, ao mesmo
tempo que deixa claro que esta página é principalmente uma etapa
de consolidação de resultados, a menos que o usuário decida
rerodar intencionalmente a etapa completa de ajuste no BGLR.
rds_files <- list.files(
path = results_dir,
pattern = "_(metrics|metricas)\\.rds$",
recursive = TRUE,
full.names = TRUE
)
if (length(rds_files) > 0) {
all_tables <- vector("list", length(rds_files))
for (i in seq_along(rds_files)) {
current_file <- normalizePath(rds_files[i], winslash = "/", mustWork = FALSE)
path_parts <- str_split(current_file, "/")[[1]]
rep_part <- path_parts[str_detect(path_parts, "^rep_")][1]
eta_part <- path_parts[str_detect(path_parts, "^Eta")][1]
file_part <- fs::path_file(current_file)
rep_value <- as.integer(str_remove(rep_part, "^rep_"))
model_value <- as.integer(str_remove(eta_part, "^Eta0*"))
trait_value <- str_remove(file_part, "_(metrics|metricas)\\.rds$")
current_object <- readRDS(current_file)
current_table <- tibble(
Rep = rep_value,
Model = model_value,
Trait = trait_value,
Component = "Residual",
MeanVar = mean(current_object$varE_samples, na.rm = TRUE),
DIC = current_object$DIC,
runtime_sec = current_object$runtime_sec
)
if (length(current_object$variances_samples) > 0) {
for (nm in names(current_object$variances_samples)) {
current_table <- bind_rows(
current_table,
tibble(
Rep = rep_value,
Model = model_value,
Trait = trait_value,
Component = nm,
MeanVar = mean(current_object$variances_samples[[nm]], na.rm = TRUE),
DIC = current_object$DIC,
runtime_sec = current_object$runtime_sec
)
)
}
}
all_tables[[i]] <- current_table
}
all_variance <- bind_rows(all_tables) %>%
arrange(Model, Rep, Trait, Component)
saveRDS(all_variance, file.path(results_dir, "variance_components_all.rds"))
}
Esta seção carrega os resultados consolidados e os prepara para o resumo. Se o arquivo não existir, o script interrompe a execução e instrui o usuário a executar a etapa de ajuste dos modelos primeiro.
Agora calculamos a média dos valores posteriores ao longo das repetições para cada modelo, caráter e componente. Em seguida, convertemos os resultados em percentuais da variância total, o que torna os modelos diretamente comparáveis.
variance_summary <- all_variance %>%
group_by(Model, Trait, Component) %>%
summarise(
AvgVar = mean(MeanVar, na.rm = TRUE),
MeanDIC = mean(DIC, na.rm = TRUE),
MeanRuntimeSec = mean(runtime_sec, na.rm = TRUE),
.groups = "drop"
) %>%
filter(!is.na(AvgVar), AvgVar > 0) %>%
group_by(Model, Trait) %>%
mutate(
TotalVar = sum(AvgVar),
Percentage = AvgVar / TotalVar
) %>%
ungroup() %>%
left_join(model_info, by = c("Model" = "ModelID")) %>%
mutate(
Model = factor(sprintf("M%02d", Model), levels = sprintf("M%02d", 1:18)),
ComponentLabel = dplyr::recode(Component, !!!component_display),
ComponentLabel = factor(ComponentLabel, levels = component_order),
Trait = factor(Trait, levels = c("GY", "KW"))
)
readr::write_csv(variance_summary, file.path(results_dir, "variance_components_processed.csv"))
Esta tabela é útil quando você precisa de um resumo numérico compacto para o manuscrito ou para material suplementar.
variance_table <- variance_summary %>%
dplyr::select(Model, Trait, ComponentLabel, Percentage) %>%
dplyr::mutate(Percentage = round(100 * Percentage, 2)) %>%
tidyr::pivot_wider(names_from = ComponentLabel, values_from = Percentage)
readr::write_csv(variance_table, file.path(results_dir, "variance_components_table_percent.csv"))
head(variance_table, 12) %>%
knitr::kable(
caption = "Pré-visualização da tabela processada de componentes de variância (percentual da variância total).",
align = "lcccccccccccc"
) %>%
kableExtra::kable_styling(
bootstrap_options = c("striped", "hover", "condensed", "responsive"),
full_width = FALSE,
position = "left"
) %>%
kableExtra::scroll_box(width = "100%", height = "320px")
| Model | Trait | Ambiente (E) | Genômico linear (G) | G × E | Residual | Fenômico linear (P) | P × E | Genômico Gaussiano (GGK) | GGK × E | Fenômico Gaussiano (PGK) | PGK × E | Genômico arc-cosine (GAK) | GAK × E | Fenômico arc-cosine (PAK) | PAK × E | G × W | Kernel climático (W) | P × W | GGK × W | PGK × W | GAK × W | PAK × W |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| M01 | GY | 83.43 | 12.09 | 1.71 | 2.77 | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA |
| M01 | KW | 75.98 | 20.33 | 1.42 | 2.27 | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA |
| M02 | GY | 0.00 | NA | NA | 0.00 | 100 | 0 | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA |
| M02 | KW | 0.00 | NA | NA | 0.00 | 100 | 0 | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA |
| M03 | GY | 51.81 | NA | NA | 1.83 | NA | NA | 43.08 | 3.27 | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA |
| M03 | KW | 36.64 | NA | NA | 1.24 | NA | NA | 60.11 | 2.01 | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA |
| M04 | GY | 77.92 | NA | NA | 10.98 | NA | NA | NA | NA | 7.59 | 3.51 | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA |
| M04 | KW | 74.23 | NA | NA | 11.20 | NA | NA | NA | NA | 10.68 | 3.90 | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA |
| M05 | GY | 5.34 | NA | NA | 0.26 | NA | NA | NA | NA | NA | NA | 92.60 | 1.79 | NA | NA | NA | NA | NA | NA | NA | NA | NA |
| M05 | KW | 3.53 | NA | NA | 0.16 | NA | NA | NA | NA | NA | NA | 95.53 | 0.78 | NA | NA | NA | NA | NA | NA | NA | NA | NA |
| M06 | GY | 18.01 | NA | NA | 3.22 | NA | NA | NA | NA | NA | NA | NA | NA | 77.36 | 1.41 | NA | NA | NA | NA | NA | NA | NA |
| M06 | KW | 11.13 | NA | NA | 2.13 | NA | NA | NA | NA | NA | NA | NA | NA | 85.85 | 0.90 | NA | NA | NA | NA | NA | NA | NA |
A figura abaixo resume a contribuição percentual de cada componente
de variância nos 18 modelos para ambos os caracteres. Para manter o eixo
x legível, os modelos são exibidos como M01 a
M18, e as descrições detalhadas permanecem disponíveis no
catálogo de modelos salvo acima.
Essa figura deve ser lida como um resumo estrutural dos modelos ajustados, e não como prova direta de que combinar mais fontes de dados leva automaticamente a maior complementaridade biológica ou melhor desempenho preditivo.
trait_labels <- c(
GY = "A. Produtividade de grãos (GY)",
KW = "B. Peso de grãos (KW)"
)
variance_plot <- variance_summary %>%
ggplot(aes(x = Model, y = Percentage, fill = ComponentLabel)) +
geom_col(color = "white", linewidth = 0.15, width = 0.82) +
facet_wrap(~ Trait, ncol = 1, labeller = as_labeller(trait_labels)) +
ggthemes::scale_fill_gdocs(name = "Componente de variância", drop = FALSE) +
scale_y_continuous(
labels = scales::percent_format(accuracy = 1),
expand = expansion(mult = c(0, 0.02))
) +
labs(
x = "Identificador do modelo",
y = "Proporção da variância total"
) +
theme_minimal(base_size = 11) +
theme(
plot.title = element_text(face = "bold", size = 13, hjust = 0.5),
strip.text = element_text(face = "bold", size = 11),
axis.title = element_text(face = "bold"),
axis.text.x = element_text(angle = 45, hjust = 1, vjust = 1, size = 8),
axis.text.y = element_text(size = 9),
legend.position = "right",
legend.box = "vertical",
legend.title = element_text(face = "bold", size = 10),
legend.text = element_text(size = 8),
legend.key.height = unit(0.45, "cm"),
legend.key.width = unit(0.55, "cm"),
panel.grid.major.x = element_blank(),
panel.grid.minor = element_blank()
) +
guides(fill = guide_legend(ncol = 2, byrow = TRUE))
print(variance_plot)
Figura 3. Percentual médio posterior da variância total atribuído a cada componente do modelo nos 18 modelos preditivos para produtividade de grãos (GY) e peso de grãos (KW). Cada barra empilhada representa um modelo (M01-M18), com média ao longo das repetições, e as cores identificam os componentes de variância incluídos na estrutura do modelo. O kernel climático (W) e seus termos de interação associados aparecem principalmente nos modelos M10-M18. A decomposição da variância deve ser interpretada como uma descrição da estrutura do modelo, e não automaticamente como evidência de maior complementaridade biológica entre as fontes de informação.
ggsave(
filename = file.path(figure_dir, "variance_components_article.tiff"),
plot = variance_plot,
width = 14,
height = 10,
dpi = 300,
compression = "lzw",
bg = "white"
)
ggsave(
filename = file.path(figure_dir, "variance_components_article.pdf"),
plot = variance_plot,
width = 14,
height = 10,
bg = "white"
)
Esta seção final esclarece como a figura deve ser interpretada.
No contexto deste artigo, essas decomposições de variância complementam as análises preditivas ao mostrar quais fontes de informação contribuem para a estrutura dos modelos. Entretanto, uma grande parcela de variância de um componente não deve ser lida automaticamente como evidência de maior complementaridade biológica ou de melhor habilidade preditiva.
Weverton Gomes da Costa, Postdoctoral Researcher, Department of Statistics - Universidade Federal de Viçosa, wevertonufv@gmail.com↩︎