Last updated: 2026-03-31
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Integrating-nir-genomic-kernel/
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Language / Idioma: English | Português
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.
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)
library(kableExtra)
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(
"Os seguintes arquivos necessários não foram encontrados em output/Matrizes/: ",
paste(missing_files, collapse = ", "),
". Execute matrizes.Rmd primeiro."
)
}
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",
"PAK × W",
"Residual"
)
Esta seção carrega as matrizes geradas em matrizes.Rmd.
Esses objetos são as entradas centrais da análise de componentes de
variância.
ZG <- readRDS(file.path(kernel_dir, "ZG.rds"))
ZP <- readRDS(file.path(kernel_dir, "ZP.rds"))
ZE <- readRDS(file.path(kernel_dir, "ZE.rds"))
ZEZE <- readRDS(file.path(kernel_dir, "ZEZE.rds"))
ZW <- readRDS(file.path(kernel_dir, "ZW.rds"))
ZGZE <- readRDS(file.path(kernel_dir, "ZGZE.rds"))
ZPZE <- readRDS(file.path(kernel_dir, "ZPZE.rds"))
ZGZW <- readRDS(file.path(kernel_dir, "ZGZW.rds"))
ZPZW <- readRDS(file.path(kernel_dir, "ZPZW.rds"))
GGK <- readRDS(file.path(kernel_dir, "GGK.rds"))
PGK <- readRDS(file.path(kernel_dir, "PGK.rds"))
GAK <- readRDS(file.path(kernel_dir, "GAK.rds"))
PAK <- readRDS(file.path(kernel_dir, "PAK.rds"))
GGKE <- readRDS(file.path(kernel_dir, "GGKE.rds"))
PGKE <- readRDS(file.path(kernel_dir, "PGKE.rds"))
GGKW <- readRDS(file.path(kernel_dir, "GGKW.rds"))
PGKW <- readRDS(file.path(kernel_dir, "PGKW.rds"))
GAKE <- readRDS(file.path(kernel_dir, "GAKE.rds"))
PAKE <- readRDS(file.path(kernel_dir, "PAKE.rds"))
GAKW <- readRDS(file.path(kernel_dir, "GAKW.rds"))
PAKW <- readRDS(file.path(kernel_dir, "PAKW.rds"))
Pheno <- readRDS(file.path(kernel_dir, "Pheno.rds"))
Pedigree <- readRDS(file.path(kernel_dir, "Pedigree.rds"))
n_obs <- nrow(Pheno)
cat("Número de observações fenotípicas:", n_obs, "\n")
Número de observações fenotípicas: 982
cat("Número de pedigrees:", length(Pedigree), "\n")
Número de pedigrees: 329
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),
Category = c(
rep("Fonte única + E", 6),
rep("Integração G/P + E", 3),
rep("Aumentados 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 | Category | 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 | Integração G/P + E | E + G + P + GE + PE |
| 8 | M08 | Eta08 | Integração G/P + E | E + GGK + PGK + GGKE + PGKE |
| 9 | M09 | Eta09 | Integração G/P + E | E + GAK + PAK + GAKE + PAKE |
| 10 | M10 | Eta10 | Aumentados com clima | E + W + G + GE + GW |
| 11 | M11 | Eta11 | Aumentados com clima | E + W + P + PE + PW |
| 12 | M12 | Eta12 | Aumentados com clima | E + W + G + P + GE + PE + GW + PW |
| 13 | M13 | Eta13 | Aumentados com clima | E + W + GGK + GGKE + GGKW |
| 14 | M14 | Eta14 | Aumentados com clima | E + W + PGK + PGKE + PGKW |
| 15 | M15 | Eta15 | Aumentados com clima | E + W + GGK + PGK + GGKE + PGKE + GGKW + PGKW |
| 16 | M16 | Eta16 | Aumentados com clima | E + W + GAK + GAKE + GAKW |
| 17 | M17 | Eta17 | Aumentados com clima | E + W + PAK + PAKE + PAKW |
| 18 | M18 | Eta18 | Aumentados 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.
raw_file <- file.path(results_dir, "variance_components_all.rds")
if (!file.exists(raw_file)) {
stop(
"O arquivo '", raw_file, "' não foi encontrado. ",
"Execute primeiro a etapa Bayesiana completa ou mantenha os arquivos _metrics.rds previamente salvos em output/variance_components/."
)
}
all_variance <- readRDS(raw_file)
all_variance <- all_variance %>%
mutate(
Trait = str_extract(Trait, "GY|KW"),
Trait = ifelse(is.na(Trait), Trait, Trait),
Model = as.integer(Model)
)
cat("Número de linhas no objeto consolidado de variância:", nrow(all_variance), "\n")
Número de linhas no objeto consolidado de variância: 4200
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 = "Prévia 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 500 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 = "Identificação 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. Média posterior do percentual da variância total atribuída a cada componente do modelo ao longo dos 18 modelos preditivos para produtividade de grãos (GY) e peso de 500 grãos (KW). Cada barra empilhada representa um modelo (M01-M18), em 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 de variância deve ser interpretada como descrição da estrutura do modelo, e não automaticamente como evidência de maior complementaridade biológica entre 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.
sessionInfo()
R version 4.5.1 (2025-06-13 ucrt)
Platform: x86_64-w64-mingw32/x64
Running under: Windows 11 x64 (build 26200)
Matrix products: default
LAPACK version 3.12.1
locale:
[1] LC_COLLATE=Portuguese_Brazil.utf8 LC_CTYPE=Portuguese_Brazil.utf8
[3] LC_MONETARY=Portuguese_Brazil.utf8 LC_NUMERIC=C
[5] LC_TIME=Portuguese_Brazil.utf8
time zone: America/Sao_Paulo
tzcode source: internal
attached base packages:
[1] parallel stats graphics grDevices utils datasets methods
[8] base
other attached packages:
[1] kableExtra_1.4.0 fs_1.6.6 scales_1.4.0 ggthemes_5.2.0
[5] doParallel_1.0.17 iterators_1.0.14 foreach_1.5.2 BGLR_1.1.4
[9] ggplot2_4.0.2 tibble_3.3.1 stringr_1.6.0 readr_2.2.0
[13] tidyr_1.3.2 dplyr_1.2.0
loaded via a namespace (and not attached):
[1] gtable_0.3.6 xfun_0.54 bslib_0.9.0 tzdb_0.5.0
[5] vctrs_0.7.1 tools_4.5.1 generics_0.1.4 pkgconfig_2.0.3
[9] RColorBrewer_1.1-3 S7_0.2.1 lifecycle_1.0.5 truncnorm_1.0-9
[13] compiler_4.5.1 farver_2.1.2 git2r_0.36.2 textshaping_1.0.4
[17] codetools_0.2-20 httpuv_1.6.16 htmltools_0.5.9 sass_0.4.10
[21] yaml_2.3.12 later_1.4.4 pillar_1.11.1 crayon_1.5.3
[25] jquerylib_0.1.4 whisker_0.4.1 MASS_7.3-65 cachem_1.1.0
[29] tidyselect_1.2.1 digest_0.6.39 stringi_1.8.7 purrr_1.2.1
[33] labeling_0.4.3 rprojroot_2.1.1 fastmap_1.2.0 grid_4.5.1
[37] cli_3.6.5 magrittr_2.0.4 withr_3.0.2 promises_1.5.0
[41] bit64_4.6.0-1 rmarkdown_2.30 bit_4.6.0 otel_0.2.0
[45] workflowr_1.7.2 ragg_1.5.0 hms_1.1.4 evaluate_1.0.5
[49] knitr_1.50 viridisLite_0.4.2 rlang_1.1.7 Rcpp_1.1.1
[53] glue_1.8.0 xml2_1.5.1 svglite_2.2.2 rstudioapi_0.17.1
[57] vroom_1.7.0 jsonlite_2.0.0 R6_2.6.1 systemfonts_1.3.1
Weverton Gomes da Costa, Postdoctoral Researcher, Department of Statistics - Universidade Federal de Viçosa, wevertonufv@gmail.com↩︎