Teach Git to respect skip-worktree bit (writing part)

diff --git a/Documentation/git-read-tree.txt b/Documentation/git-read-tree.txt
index 6f4b9b017f7b504a2b9e909639a61b1ef7750af0..4a932b08c6ed4f1de46d51fd92046d5190f831a7 100644 (file)
--- a/Documentation/git-read-tree.txt
+++ b/Documentation/git-read-tree.txt
@@ -8,7 +8,10 @@ git-read-tree - Reads tree information into the index
 
 SYNOPSIS
 --------
-'git read-tree' (<tree-ish> | [[-m [--trivial] [--aggressive] | --reset | --prefix=<prefix>] [-u | -i]] [--exclude-per-directory=<gitignore>] [--index-output=<file>] <tree-ish1> [<tree-ish2> [<tree-ish3>]])
+'git read-tree' [[-m [--trivial] [--aggressive] | --reset | --prefix=<prefix>]
+               [-u [--exclude-per-directory=<gitignore>] | -i]]
+               [--index-output=<file>]
+               <tree-ish1> [<tree-ish2> [<tree-ish3>]]
 
 
 DESCRIPTION
@@ -160,7 +163,10 @@ Here are the "carry forward" rules:
       0 nothing             nothing  nothing  (does not happen)
       1 nothing             nothing  exists   use M
       2 nothing             exists   nothing  remove path from index
-      3 nothing             exists   exists   use M
+      3 nothing             exists   exists,  use M if "initial checkout"
+                                    H == M   keep index otherwise
+                                    exists   fail
+                                    H != M
 
         clean I==H  I==M
        ------------------
@@ -207,6 +213,12 @@ you picked it up via e-mail in a patch form), `git diff-index
 merge, but it would not show in `git diff-index --cached $M`
 output after two-tree merge.
 
+Case #3 is slightly tricky and needs explanation.  The result from this
+rule logically should be to remove the path if the user staged the removal
+of the path and then switching to a new branch.  That however will prevent
+the initial checkout from happening, so the rule is modified to use M (new
+tree) only when the contents of the index is empty.  Otherwise the removal
+of the path is kept as long as $H and $M are the same.
 
 3-Way Merge
 ~~~~~~~~~~~