templates/hurd: Fix quadratic algorithm for sorting menu items

The current implementation of the 10_hurd script implements its menu
items sorting in bash with a quadratic algorithm, calling "sed", "sort",
"head", and "grep" to compare versions between individual lines, which
is annoyingly slow for kernel developers who can easily end up with
50-100 kernels in their boot partition.

This fix is ported from the 10_linux script, which has a similar
quadratic code pattern.

Signed-off-by: Mathieu Desnoyers <mathieu.desnoyers@efficios.com>
Cc: Samuel Thibault <samuel.thibault@ens-lyon.org>
Tested-by: Samuel Thibault <samuel.thibault@ens-lyon.org>
Reviewed-by: Daniel Kiper <daniel.kiper@oracle.com>
This commit is contained in:
Mathieu Desnoyers 2022-06-13 10:08:24 -04:00 committed by Daniel Kiper
parent 32d97497cb
commit 6f27d70a72

View File

@ -197,11 +197,17 @@ title_correction_code=
# Extra indentation to add to menu entries in a submenu. We're not in a submenu
# yet, so it's empty. In a submenu it will be equal to '\t' (one tab).
submenu_indentation=""
# Perform a reverse version sort on the entire kernels list.
# Temporarily replace the '.old' suffix by ' 1' and append ' 2' for all
# other files to order the '.old' files after their non-old counterpart
# in reverse-sorted order.
reverse_sorted_kernels=$(echo ${kernels} | tr ' ' '\n' | sed -e 's/\.old$/ 1/; / 1$/! s/$/ 2/' | version_sort -r | sed -e 's/ 1$/.old/; s/ 2$//')
is_top_level=true
while [ "x$kernels" != "x" ] ; do
kernel=`version_find_latest $kernels`
for kernel in ${reverse_sorted_kernels}; do
# The GRUB_DISABLE_SUBMENU option used to be different than others since it was
# mentioned in the documentation that has to be set to 'y' instead of 'true' to
# enable it. This caused a lot of confusion to users that set the option to 'y',
@ -221,8 +227,6 @@ while [ "x$kernels" != "x" ] ; do
hurd_entry "$kernel" advanced
hurd_entry "$kernel" recovery
kernels=`echo $kernels | tr ' ' '\n' | fgrep -vx "$kernel" | tr '\n' ' '`
done
# If at least one kernel was found, then we need to