Searched refs:n_i (Results 1 - 4 of 4) sorted by relevance

/linux-4.4.14/net/sched/
H A Dact_police.c64 int err = 0, index = -1, i = 0, s_i = 0, n_i = 0; tcf_act_police_walker() local
93 n_i++; hlist_for_each_entry_rcu()
98 if (n_i)
99 cb->args[0] += n_i;
100 return n_i;
H A Dact_api.c86 int err = 0, index = -1, i = 0, s_i = 0, n_i = 0; tcf_dump_walker() local
101 a->order = n_i; hlist_for_each_entry_rcu()
113 n_i++; hlist_for_each_entry_rcu()
114 if (n_i >= TCA_ACT_MAX_PRIO) hlist_for_each_entry_rcu()
120 if (n_i)
121 cb->args[0] += n_i;
122 return n_i;
136 int i = 0, n_i = 0; tcf_del_walker() local
151 n_i++; hlist_for_each_entry_safe()
156 if (nla_put_u32(skb, TCA_FCNT, n_i))
160 return n_i;
/linux-4.4.14/kernel/sched/
H A Dloadavg.c239 * the binary encoding of numbers used by computers: n := \Sum n_i * 2^i,
240 * (where: n_i \elem {0, 1}, the binary vector representing n),
241 * we find: x^n := x^(\Sum n_i * 2^i) := \Prod x^(n_i * 2^i), which is
/linux-4.4.14/tools/perf/util/
H A Dstat.c31 * (\Sum n_i^2) - ((\Sum n_i)^2)/n

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