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authorBogdan Sikora <bsikora@redhat.com>2015-12-27 08:58:23 -0500
committerJiri Kosina <jkosina@suse.cz>2016-02-15 05:18:23 -0500
commitbdb428c82aab5d8aba6fbb29dde2cf678eadc432 (patch)
treed59eab4c2f90426d54796e0b5007b48c59bfd842 /lib
parent971cc8767310df98d416c8cceed69bf7ac150451 (diff)
lib+mm: fix few spelling mistakes
All are in comments. Signed-off-by: Bogdan Sikora <bsikora@redhat.com> Cc: <linux-mm@kvack.org> Cc: Rafael Aquini <aquini@redhat.com> Cc: Kent Overstreet <kmo@daterainc.com> Cc: Jan Kara <jack@suse.cz> [jkosina@suse.cz: more fixup] Acked-by: Rafael Aquini <aquini@redhat.com> Signed-off-by: Jiri Slaby <jslaby@suse.cz> Signed-off-by: Jiri Kosina <jkosina@suse.cz>
Diffstat (limited to 'lib')
-rw-r--r--lib/flex_proportions.c2
-rw-r--r--lib/percpu-refcount.c2
2 files changed, 2 insertions, 2 deletions
diff --git a/lib/flex_proportions.c b/lib/flex_proportions.c
index 8f25652f40d4..a71cf1bdd4c9 100644
--- a/lib/flex_proportions.c
+++ b/lib/flex_proportions.c
@@ -17,7 +17,7 @@
17 * 17 *
18 * \Sum_{j} p_{j} = 1, 18 * \Sum_{j} p_{j} = 1,
19 * 19 *
20 * This formula can be straightforwardly computed by maintaing denominator 20 * This formula can be straightforwardly computed by maintaining denominator
21 * (let's call it 'd') and for each event type its numerator (let's call it 21 * (let's call it 'd') and for each event type its numerator (let's call it
22 * 'n_j'). When an event of type 'j' happens, we simply need to do: 22 * 'n_j'). When an event of type 'j' happens, we simply need to do:
23 * n_j++; d++; 23 * n_j++; d++;
diff --git a/lib/percpu-refcount.c b/lib/percpu-refcount.c
index 6111bcb28376..27fe74948882 100644
--- a/lib/percpu-refcount.c
+++ b/lib/percpu-refcount.c
@@ -12,7 +12,7 @@
12 * particular cpu can (and will) wrap - this is fine, when we go to shutdown the 12 * particular cpu can (and will) wrap - this is fine, when we go to shutdown the
13 * percpu counters will all sum to the correct value 13 * percpu counters will all sum to the correct value
14 * 14 *
15 * (More precisely: because moduler arithmatic is commutative the sum of all the 15 * (More precisely: because modular arithmetic is commutative the sum of all the
16 * percpu_count vars will be equal to what it would have been if all the gets 16 * percpu_count vars will be equal to what it would have been if all the gets
17 * and puts were done to a single integer, even if some of the percpu integers 17 * and puts were done to a single integer, even if some of the percpu integers
18 * overflow or underflow). 18 * overflow or underflow).