knitr::opts_chunk$set(cache = TRUE, dev = c("png", "pdf"))
library(eucs)
library(here)
library(xtable)
grampians_taxa_tab <- subset(
medians_grampians,
select = c(taxon, sla_mm2_per_mg, seed_mass_mg, max_height_m)
)
sla_n_samples <- subset(
traits_grampians,
select = c(tree, taxon, sla_mm2_per_mg)
)
sla_n_samples <- sla_n_samples[complete.cases(sla_n_samples), ]
sm_n_samples <- subset(
traits_grampians,
select = c(taxon, seed_mass_mg)
)
sm_n_samples <- sm_n_samples[complete.cases(sm_n_samples), ]
nplots <- table(subset(modeldata_grampians, occupancy, taxon))
names(nplots)[
names(nplots) %in%
c(
"Eucalyptus (goniocalyx|nortonii)",
"Eucalyptus leucoxylon",
"Eucalyptus radiata",
"Eucalyptus viminalis subsp. (pryoriana|viminalis)"
)
] <- c(
"Eucalyptus goniocalyx subsp. (goniocalyx|viridissima)",
"Eucalyptus leucoxylon subsp. (leucoxylon|pruinosa)",
"Eucalyptus radiata subsp. radiata",
"Eucalyptus viminalis subsp. viminalis"
)
grampians_taxa_tab <- data.frame(
"\\vtop{\\hbox{\\strut }\\hbox{\\strut Taxon}}" = paste0(
"\\textit{",
gsub("subsp.", "ssp.", gsub("Eucalyptus", "E.", grampians_taxa_tab$taxon)),
"}"
),
"\\vtop{\\hbox{\\strut No.}\\hbox{\\strut of}\\hbox{\\strut plots}}" =
as.character(nplots[grampians_taxa_tab$taxon]),
"\\vtop{\\hbox{\\strut SLA}\\hbox{\\strut (mm$^2$/mg)}}" = paste0(
round(grampians_taxa_tab$sla_mm2_per_mg, 1),
" (", table(sla_n_samples$taxon)[grampians_taxa_tab$taxon],
"/", table(unique(sla_n_samples[1:2])$taxon)[grampians_taxa_tab$taxon], ")"
),
"\\vtop{\\hbox{\\strut Seed}\\hbox{\\strut mass}\\hbox{\\strut (mg)}}" =
paste0(
round(grampians_taxa_tab$seed_mass_mg, 1),
" (", table(sm_n_samples$taxon)[grampians_taxa_tab$taxon], ")"
),
"\\vtop{\\hbox{\\strut Max}\\hbox{\\strut height}\\hbox{\\strut (m)}}" =
as.character(round(grampians_taxa_tab$max_height_m, 0)),
check.names = FALSE,
stringsAsFactors = FALSE
)
grampians_taxa_tab[
grampians_taxa_tab[, 1]%in%
c(
"\\textit{E. goniocalyx ssp. (goniocalyx|viridissima)}",
"\\textit{E. leucoxylon ssp. (leucoxylon|pruinosa)}"
), 1
] <- c(
"\\textit{E. goniocalyx}",
"\\textit{E. leucoxylon}"
)
dir.create(
here("notebooks/eucalypt_taxa_summaries_files"),
showWarnings = FALSE
)
print(
xtable(
grampians_taxa_tab, caption =
"Grampians taxa. Number of plots at which each taxa occurred.
Median SLA (number of leaves/number of trees). Median seed mass (number of
samples). Maximum attainable height.",
label = "tab:grampianstaxasummary"
),
file = here(
"notebooks/eucalypt_taxa_summaries_files/grampianssummarytab.tex"
),
include.rownames = FALSE,
table.placement = "htbp!",
caption.placement = "top",
sanitize.text.function = identity
)
southeast_taxa_tab <- subset(
combine_taxa_traits(medians_southeast, euctils::taxa_groups),
select = c(taxon, sla_mm2_per_mg, seed_mass_mg, max_height_m)
)
southeast_samples <- local({
df <- traits_southeast
for (i in seq_along(taxa_groups)) {
df[
grepl(taxa_groups[i], df$taxon) |
grepl(taxa_groups[i], df$taxon, fixed = TRUE),
"taxon"
] <- names(taxa_groups)[i]
}
df
})
sla_n_samples <- subset(
southeast_samples,
select = c(tree, taxon, sla_mm2_per_mg)
)
sla_n_samples <- sla_n_samples[complete.cases(sla_n_samples), ]
sm_n_samples <- subset(
southeast_samples,
select = c(tree, taxon, seed_mass_mg)
)
sm_n_samples <- sm_n_samples[complete.cases(sm_n_samples), ]
nplots <- table(subset(modeldata_southeast, occupancy, taxon))
nregs <- table(
unique(subset(modeldata_southeast, occupancy, c(taxon, ibra_subregion)))$taxon
)
southeast_taxa_tab <- southeast_taxa_tab[complete.cases(southeast_taxa_tab), ]
southeast_taxa_tab <- data.frame(
taxon = southeast_taxa_tab$taxon,
"\\vtop{\\hbox{\\strut No.}\\hbox{\\strut of}\\hbox{\\strut regions}}" =
as.character(nregs[southeast_taxa_tab$taxon]),
"\\vtop{\\hbox{\\strut No.}\\hbox{\\strut of}\\hbox{\\strut plots}}" =
as.character(nplots[southeast_taxa_tab$taxon]),
"\\vtop{\\hbox{\\strut SLA}\\hbox{\\strut (mm$^2$/mg)}}" = paste0(
round(southeast_taxa_tab$sla_mm2_per_mg, 1),
" (", table(sla_n_samples$taxon)[southeast_taxa_tab$taxon],
"/", table(unique(sla_n_samples[1:2])$taxon)[southeast_taxa_tab$taxon], ")"
),
"\\vtop{\\hbox{\\strut Seed}\\hbox{\\strut mass}\\hbox{\\strut (mg)}}" =
paste0(
round(southeast_taxa_tab$seed_mass_mg, 1),
" (", table(sm_n_samples$taxon)[southeast_taxa_tab$taxon],
"/", table(unique(sm_n_samples[1:2])$taxon)[southeast_taxa_tab$taxon], ")"
),
"\\vtop{\\hbox{\\strut Max}\\hbox{\\strut height}\\hbox{\\strut (m)}}" =
as.character(round(southeast_taxa_tab$max_height_m, 0)),
check.names = FALSE,
stringsAsFactors = FALSE
)
southeast_taxa_tab$taxon <- gsub("subsp.", "ssp.", southeast_taxa_tab$taxon)
southeast_taxa_tab$taxon <- gsub("(", "", southeast_taxa_tab$taxon, fixed = T)
southeast_taxa_tab$taxon <- gsub(")", "", southeast_taxa_tab$taxon, fixed = T)
southeast_taxa_tab$taxon <- gsub("|", "/", southeast_taxa_tab$taxon, fixed = T)
southeast_taxa_tab$taxon <- paste0("\\textit{", southeast_taxa_tab$taxon, "}")
southeast_taxa_tab <- southeast_taxa_tab[order(southeast_taxa_tab$taxon), ]
colnames(southeast_taxa_tab)[1] <-
"\\vtop{\\hbox{\\strut }\\hbox{\\strut Taxon}}"
southeast_taxa_tab <- southeast_taxa_tab[complete.cases(southeast_taxa_tab), ]
print(
xtable(
southeast_taxa_tab,
caption =
"Southeast taxa. Number of IBRA subregions in which the taxon occurs.
Number of plots at which each taxa occurred. Median SLA (number of
leaves/number of trees). Median seed mass (number of samples/number of
trees). Maximum attainable height.",
label = "tab:southeasttaxasummary",
align = c(
"l", "P{.42\\textwidth}", "P{.07\\textwidth}", "P{.045\\textwidth}",
"P{.11\\textwidth}", "P{.11\\textwidth}", "P{.06\\textwidth}"
)
),
file = here(
"notebooks/eucalypt_taxa_summaries_files/southeastsummarytab.tex"
),
tabular.environment = 'longtable',
size = "\\fontsize{8pt}{8pt}\\selectfont",
hline.after = -1,
include.colnames = TRUE,
floating = FALSE,
add.to.row = list(pos = list(0), command = "\\hline \\endhead "),
include.rownames = FALSE,
table.placement = "htbp!",
caption.placement = "top",
sanitize.text.function = identity
)
Correlations among traits
par(mar = rep(.5, 4), oma = c(3, 4, 4, 3), mfrow = c(2, 2))
rgns <- c("South-east Australia" = FALSE, "Grampians" = TRUE)
vars <- list()
vars[[1]] <- c("sla_mm2_per_mg", "seed_mass_mg")
vars[[2]] <- c("max_height_m", "seed_mass_mg")
labels <- c(
sla_mm2_per_mg = "SLA (mm\u00b2/mg)",
seed_mass_mg = "Seed mass (mg)",
max_height_m = "Maximum height (m)"
)
trait_data <- list()
trait_data$southeast <-
unique(modeldata_southeast[, c("taxon", names(labels))])[-1]
trait_data$grampians <-
unique(modeldata_grampians[, c("taxon", names(labels))])[-1]
for (i in seq(vars[[1]])) {
for (j in seq(vars[[2]])) {
if (sum(i, j) > 3) {
plot.new()
if (i == j) {
legend(
"center", c("Southeast","Grampians"),
fill = c("black", "white"),
bty = "n", cex = 1, xpd = NA
)
}
} else {
plot(
subset(trait_data[[1]], select = c(vars[[1]][j], vars[[2]][i])),
xaxt = "n", yaxt = "n", pch = 19, log = "xy",
panel.first = grid(col = "grey"),
xlim = range(do.call(rbind, trait_data)[vars[[1]][j]], na.rm = TRUE) * c(.9, 1.2),
ylim = range(do.call(rbind, trait_data)[vars[[2]][i]], na.rm = TRUE) * c(.9, 1.2)
)
points(
subset(trait_data[[2]], select = c(vars[[1]][j], vars[[2]][i])),
bg = "white", pch = 21
)
if (sum(i, j) == 3) {
axis(1, cex.axis = .8)
axis(4, las = 1, cex.axis = .8)
}
if (i == 1) mtext(labels[vars[[1]][j]], 3, 1)
if (j == 1) mtext(labels[vars[[2]][i]], 2, 1)
}
}
}

#' ---
#' title: "Summaries of eucalypt taxa and their traits"
#' author: "William K. Morris"
#' date: "`r Sys.Date()`"
#' output:
#'   rmarkdown::html_notebook:
#'     code_folding: hide
#' ---

#+ setup, message=FALSE
knitr::opts_chunk$set(cache = TRUE, dev = c("png", "pdf"))
library(eucs)
library(here)
library(xtable)

#+ grampians_taxa_table, message=FALSE, waring=FALSE
grampians_taxa_tab <- subset(
  medians_grampians,
  select = c(taxon, sla_mm2_per_mg, seed_mass_mg, max_height_m)
)

sla_n_samples <- subset(
  traits_grampians,
  select = c(tree, taxon, sla_mm2_per_mg)
)

sla_n_samples <- sla_n_samples[complete.cases(sla_n_samples), ]

sm_n_samples <- subset(
  traits_grampians,
  select = c(taxon, seed_mass_mg)
)

sm_n_samples <- sm_n_samples[complete.cases(sm_n_samples), ]

nplots <- table(subset(modeldata_grampians, occupancy, taxon))

names(nplots)[
  names(nplots) %in%
    c(
      "Eucalyptus (goniocalyx|nortonii)",
      "Eucalyptus leucoxylon",
      "Eucalyptus radiata",
      "Eucalyptus viminalis subsp. (pryoriana|viminalis)"
    )
  ] <- c(
    "Eucalyptus goniocalyx subsp. (goniocalyx|viridissima)",
    "Eucalyptus leucoxylon subsp. (leucoxylon|pruinosa)",
    "Eucalyptus radiata subsp. radiata",
    "Eucalyptus viminalis subsp. viminalis"
  )

grampians_taxa_tab <- data.frame(
  "\\vtop{\\hbox{\\strut }\\hbox{\\strut Taxon}}" = paste0(
    "\\textit{",
    gsub("subsp.", "ssp.", gsub("Eucalyptus", "E.", grampians_taxa_tab$taxon)),
    "}"
  ),
  "\\vtop{\\hbox{\\strut No.}\\hbox{\\strut of}\\hbox{\\strut plots}}" =
    as.character(nplots[grampians_taxa_tab$taxon]),
  "\\vtop{\\hbox{\\strut SLA}\\hbox{\\strut (mm$^2$/mg)}}" = paste0(
    round(grampians_taxa_tab$sla_mm2_per_mg, 1),
    " (", table(sla_n_samples$taxon)[grampians_taxa_tab$taxon],
    "/", table(unique(sla_n_samples[1:2])$taxon)[grampians_taxa_tab$taxon], ")"
  ),
  "\\vtop{\\hbox{\\strut Seed}\\hbox{\\strut mass}\\hbox{\\strut (mg)}}" =
    paste0(
      round(grampians_taxa_tab$seed_mass_mg, 1),
      " (", table(sm_n_samples$taxon)[grampians_taxa_tab$taxon], ")"
    ),
  "\\vtop{\\hbox{\\strut Max}\\hbox{\\strut height}\\hbox{\\strut (m)}}" =
    as.character(round(grampians_taxa_tab$max_height_m, 0)),
  check.names = FALSE,
  stringsAsFactors = FALSE
)

grampians_taxa_tab[
    grampians_taxa_tab[, 1]%in%
      c(
        "\\textit{E. goniocalyx ssp. (goniocalyx|viridissima)}",
        "\\textit{E. leucoxylon ssp. (leucoxylon|pruinosa)}"
      ), 1
  ] <- c(
    "\\textit{E. goniocalyx}",
    "\\textit{E. leucoxylon}"
  )

dir.create(
  here("notebooks/eucalypt_taxa_summaries_files"),
  showWarnings = FALSE
)

print(
  xtable(
    grampians_taxa_tab, caption =
      "Grampians taxa. Number of plots at which each taxa occurred.
      Median SLA (number of leaves/number of trees). Median seed mass (number of
      samples). Maximum attainable height.",
    label = "tab:grampianstaxasummary"
  ),
  file = here(
    "notebooks/eucalypt_taxa_summaries_files/grampianssummarytab.tex"
  ),
  include.rownames = FALSE,
  table.placement = "htbp!",
  caption.placement = "top",
  sanitize.text.function = identity
)


#+ southeast_taxa_table, message=FALSE, waring=FALSE
southeast_taxa_tab <- subset(
  combine_taxa_traits(medians_southeast, euctils::taxa_groups),
  select = c(taxon, sla_mm2_per_mg, seed_mass_mg, max_height_m)
)

southeast_samples <- local({
    df <- traits_southeast
    for (i in seq_along(taxa_groups)) {
      df[
        grepl(taxa_groups[i], df$taxon) |
        grepl(taxa_groups[i], df$taxon, fixed = TRUE),
        "taxon"
      ] <- names(taxa_groups)[i]
    }
    df
  })

sla_n_samples <- subset(
  southeast_samples,
  select = c(tree, taxon, sla_mm2_per_mg)
)

sla_n_samples <- sla_n_samples[complete.cases(sla_n_samples), ]

sm_n_samples <- subset(
  southeast_samples,
  select = c(tree, taxon, seed_mass_mg)
)

sm_n_samples <- sm_n_samples[complete.cases(sm_n_samples), ]

nplots <- table(subset(modeldata_southeast, occupancy, taxon))

nregs <- table(
  unique(subset(modeldata_southeast, occupancy, c(taxon, ibra_subregion)))$taxon
)

southeast_taxa_tab <- southeast_taxa_tab[complete.cases(southeast_taxa_tab), ]

southeast_taxa_tab <- data.frame(
   taxon = southeast_taxa_tab$taxon,
  "\\vtop{\\hbox{\\strut No.}\\hbox{\\strut of}\\hbox{\\strut regions}}" =
    as.character(nregs[southeast_taxa_tab$taxon]),
  "\\vtop{\\hbox{\\strut No.}\\hbox{\\strut of}\\hbox{\\strut plots}}" =
    as.character(nplots[southeast_taxa_tab$taxon]),
  "\\vtop{\\hbox{\\strut SLA}\\hbox{\\strut (mm$^2$/mg)}}" = paste0(
    round(southeast_taxa_tab$sla_mm2_per_mg, 1),
    " (", table(sla_n_samples$taxon)[southeast_taxa_tab$taxon],
    "/", table(unique(sla_n_samples[1:2])$taxon)[southeast_taxa_tab$taxon], ")"
  ),
  "\\vtop{\\hbox{\\strut Seed}\\hbox{\\strut mass}\\hbox{\\strut (mg)}}" =
    paste0(
      round(southeast_taxa_tab$seed_mass_mg, 1),
      " (", table(sm_n_samples$taxon)[southeast_taxa_tab$taxon],
      "/", table(unique(sm_n_samples[1:2])$taxon)[southeast_taxa_tab$taxon], ")"
    ),
  "\\vtop{\\hbox{\\strut Max}\\hbox{\\strut height}\\hbox{\\strut (m)}}" =
    as.character(round(southeast_taxa_tab$max_height_m, 0)),
  check.names = FALSE,
  stringsAsFactors = FALSE
)

southeast_taxa_tab$taxon <- gsub("subsp.", "ssp.", southeast_taxa_tab$taxon)
southeast_taxa_tab$taxon <- gsub("(", "", southeast_taxa_tab$taxon, fixed = T)
southeast_taxa_tab$taxon <- gsub(")", "", southeast_taxa_tab$taxon, fixed = T)
southeast_taxa_tab$taxon <- gsub("|", "/", southeast_taxa_tab$taxon, fixed = T)
southeast_taxa_tab$taxon <- paste0("\\textit{", southeast_taxa_tab$taxon, "}")
southeast_taxa_tab <- southeast_taxa_tab[order(southeast_taxa_tab$taxon), ]

colnames(southeast_taxa_tab)[1] <-
  "\\vtop{\\hbox{\\strut }\\hbox{\\strut Taxon}}"

southeast_taxa_tab <- southeast_taxa_tab[complete.cases(southeast_taxa_tab), ]

print(
  xtable(
    southeast_taxa_tab,
    caption =
      "Southeast taxa. Number of IBRA subregions in which the taxon occurs.
      Number of plots at which each taxa occurred. Median SLA (number of
      leaves/number of trees). Median seed mass (number of samples/number of
      trees). Maximum attainable height.",
    label = "tab:southeasttaxasummary",
    align = c(
      "l", "P{.42\\textwidth}", "P{.07\\textwidth}", "P{.045\\textwidth}",
      "P{.11\\textwidth}", "P{.11\\textwidth}", "P{.06\\textwidth}"
    )
  ),
  file = here(
    "notebooks/eucalypt_taxa_summaries_files/southeastsummarytab.tex"
  ),
  tabular.environment = 'longtable',
  size = "\\fontsize{8pt}{8pt}\\selectfont",
  hline.after = -1,
  include.colnames = TRUE,
  floating = FALSE,
  add.to.row = list(pos = list(0), command = "\\hline \\endhead "),
  include.rownames = FALSE,
  table.placement = "htbp!",
  caption.placement = "top",
  sanitize.text.function = identity
)

#' ## Correlations among traits
#+ pairs-traits, fig.width = 3.5, fig.height = 3.5, warning = FALSE, dev.args = list(pointsize = 8)
par(mar = rep(.5, 4), oma = c(3, 4, 4, 3), mfrow = c(2, 2))
rgns <- c("South-east Australia" = FALSE, "Grampians" = TRUE)
vars <- list()
vars[[1]] <- c("sla_mm2_per_mg", "seed_mass_mg")
vars[[2]] <- c("max_height_m", "seed_mass_mg")
labels <- c(
  sla_mm2_per_mg = "SLA (mm\u00b2/mg)",
  seed_mass_mg   = "Seed mass (mg)",
  max_height_m   = "Maximum height (m)"
)

trait_data <- list()
trait_data$southeast <-
  unique(modeldata_southeast[, c("taxon", names(labels))])[-1]
trait_data$grampians <-
  unique(modeldata_grampians[, c("taxon", names(labels))])[-1]

for (i in seq(vars[[1]])) {
  for (j in seq(vars[[2]])) {
    if (sum(i, j) > 3) {
      plot.new()
      if (i == j) {
        legend(
          "center", c("Southeast","Grampians"),
          fill = c("black", "white"),
          bty = "n", cex = 1, xpd = NA
        )
      }
    } else {
      plot(
        subset(trait_data[[1]], select = c(vars[[1]][j], vars[[2]][i])),
        xaxt = "n", yaxt = "n", pch = 19, log = "xy",
        panel.first = grid(col = "grey"),
        xlim = range(do.call(rbind, trait_data)[vars[[1]][j]], na.rm = TRUE) * c(.9, 1.2),
        ylim = range(do.call(rbind, trait_data)[vars[[2]][i]], na.rm = TRUE) * c(.9, 1.2)
      )
      points(
        subset(trait_data[[2]], select = c(vars[[1]][j], vars[[2]][i])),
        bg = "white", pch = 21
      )
      if (sum(i, j) == 3) {
        axis(1, cex.axis = .8)
        axis(4, las = 1, cex.axis = .8)
      }
      if (i == 1) mtext(labels[vars[[1]][j]], 3, 1)
      if (j == 1) mtext(labels[vars[[2]][i]], 2, 1)
    }
  }
}
