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-rw-r--r--lib/ssh/src/ssh_transport.erl56
1 files changed, 55 insertions, 1 deletions
diff --git a/lib/ssh/src/ssh_transport.erl b/lib/ssh/src/ssh_transport.erl
index d8574877f2..8b65806dc6 100644
--- a/lib/ssh/src/ssh_transport.erl
+++ b/lib/ssh/src/ssh_transport.erl
@@ -625,7 +625,61 @@ handle_kex_ecdh_reply(#ssh_msg_kex_ecdh_reply{public_host_key = PeerPubHostKey,
end.
-ecdh_validate_public_key(_, _) -> true. % FIXME: Far too many false positives :)
+%%%----------------------------------------------------------------
+%%%
+%%% Standards for Efficient Cryptography Group, "Elliptic Curve Cryptography", SEC 1
+%%% Section 3.2.2.1
+%%%
+
+ecdh_validate_public_key(Key, Curve) ->
+ case key_size(Curve) of
+ undefined ->
+ false;
+
+ Sz ->
+ case dec_key(Key, Sz) of
+ {ok,Q} ->
+ case crypto:ec_curve(Curve) of
+ {{prime_field,P}, {A, B, _Seed},
+ _P0Bin, _OrderBin, _CoFactorBin} ->
+ on_curve(Q, bin2int(A), bin2int(B), bin2int(P))
+ end;
+
+ {error,compressed_not_implemented} -> % Be a bit generous...
+ true;
+
+ _Error ->
+ false
+ end
+ end.
+
+
+on_curve({X,Y}, A, B, P) when 0 =< X,X =< (P-1),
+ 0 =< Y,Y =< (P-1) ->
+ %% Section 3.2.2.1, point 2
+ (Y*Y) rem P == (X*X*X + A*X + B) rem P;
+on_curve(_, _, _, _) ->
+ false.
+
+
+bin2int(B) ->
+ Sz = erlang:bit_size(B),
+ <<I:Sz/big-unsigned-integer>> = B,
+ I.
+
+key_size(secp256r1) -> 256;
+key_size(secp384r1) -> 384;
+key_size(secp521r1) -> 528; % Round 521 up to closest 8-bits.
+key_size(_) -> undefined.
+
+
+dec_key(Key, NBits) ->
+ Size = 8 + 2*NBits,
+ case <<Key:Size>> of
+ <<4:8, X:NBits, Y:NBits>> -> {ok,{X,Y}};
+ <<4:8, _/binary>> -> {error,bad_format};
+ _ -> {error,compressed_not_implemented}
+ end.
%%%----------------------------------------------------------------
handle_new_keys(#ssh_msg_newkeys{}, Ssh0) ->