Re: [PATCH V2 2/7] xen/grants: support allocating consecutive grants

From: Boris Ostrovsky
Date: Fri May 13 2022 - 22:58:03 EST




On 5/13/22 1:33 AM, Juergen Gross wrote:
On 12.05.22 22:01, Boris Ostrovsky wrote:

On 5/7/22 2:19 PM, Oleksandr Tyshchenko wrote:

+/* Rebuilds the free grant list and tries to find count consecutive entries. */
+static int get_free_seq(unsigned int count)
+{
+    int ret = -ENOSPC;
+    unsigned int from, to;
+    grant_ref_t *last;
+
+    gnttab_free_tail_ptr = &gnttab_free_head;
+    last = &gnttab_free_head;
+
+    for (from = find_first_bit(gnttab_free_bitmap, gnttab_size);
+         from < gnttab_size;
+         from = find_next_bit(gnttab_free_bitmap, gnttab_size, to + 1)) {
+        to = find_next_zero_bit(gnttab_free_bitmap, gnttab_size,
+                    from + 1);
+        if (ret < 0 && to - from >= count) {
+            ret = from;
+            bitmap_clear(gnttab_free_bitmap, ret, count);
+            from += count;
+            gnttab_free_count -= count;


IIUIC we can have multiple passes over this, meaning that the gnttab_free_count may be decremented more than once. Is that intentional?

After the first pass decrementing gnttab_free_cnt, ret will no
longer be less than zero, so this can be hit only once.

Oh, yes, of course.




+            if (from == to)
+                continue;
+        }
+
+        while (from < to) {
+            *last = from;
+            last = __gnttab_entry(from);
+            gnttab_last_free = from;
+            from++;
+        }


I have been looking at this loop and I can't understand what it is doing ;-( Can you enlighten me?

It is recreating the free list in order to have it properly sorted.
This is needed to make sure that the free tail has the maximum
possible size (you can take the tail off the list without having
to worry about breaking the linked list because of references into
the tail).


So let's say we have the (one-dimensional) table of length 13

idx .. 2 3 ... 10 11 12

grant 12 11 2 -1 3


and gnttab_free_head is 10. I.e. the free list is 2, 12, 3, 11.

What will this look like after the 2 iterations of the outer loop?

(I am really having a mental block on this).



-boris