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package body Graph_Tests.Search is
function Find_Check
return Test_Result
is
function Node_Perm is new Is_Permutation (Node_ID, Positive, Graphs.Node_Array);
function Edge_Perm is new Is_Permutation (Graphs.Edge_Type, Positive, Graphs.Edge_Array);
Copy_Graph : Graphs.Graph := My_Complex_Graph;
begin
if not Node_Perm (Copy_Graph.Find (Node_Label (+"LOL")), No_Nodes) or
not Edge_Perm (Copy_Graph.Find (Edge_Label (+"KEK")), No_Edges)
then
return Fail;
end if;
Copy_Graph.Append_Label (2, Node_Label (+"LOL"));
Copy_Graph.Append_Label (5, Node_Label (+"LOL"));
Copy_Graph.Append_Label ((6, 5, 6), Edge_Label (+"KEK"));
Copy_Graph.Append_Label ((7, 5, 7), Edge_Label (+"KEK"));
Copy_Graph.Append_Label (10, Node_Label (+"KEK"));
Copy_Graph.Append_Label ((4, 2, 4), Edge_Label (+"LOL"));
if not Node_Perm (Copy_Graph.Find (Node_Label (+"LOL")), (2, 5)) or
not Edge_Perm (Copy_Graph.Find (Edge_Label (+"KEK")), ((6, 5, 6), (7, 5, 7)))
then
return Fail;
end if;
return Pass;
end Find_Check;
function Find_Subgraph_Check
return Test_Result
is
function Node_Perm is new Is_Permutation (Node_ID, Positive, Graphs.Node_Array);
function Edge_Perm is new Is_Permutation (Graphs.Edge_Type, Positive, Graphs.Edge_Array);
Copy_Graph : Graphs.Graph := My_Complex_Graph;
Position : Graphs.Cursor := Copy_Graph.To_Cursor (7);
begin
if not Node_Perm (Graphs.Find_In_Subgraph (Position, Node_Label (+"LOL")), No_Nodes) or
not Edge_Perm (Graphs.Find_In_Subgraph (Position, Edge_Label (+"KEK")), No_Edges)
then
return Fail;
end if;
Copy_Graph.Append_Label (2, Node_Label (+"LOL"));
Copy_Graph.Append_Label (5, Node_Label (+"LOL"));
Copy_Graph.Append_Label ((6, 5, 6), Edge_Label (+"KEK"));
Copy_Graph.Append_Label ((7, 5, 7), Edge_Label (+"KEK"));
Copy_Graph.Append_Label (10, Node_Label (+"KEK"));
Copy_Graph.Append_Label ((4, 2, 4), Edge_Label (+"LOL"));
if not Node_Perm (Graphs.Find_In_Subgraph (Position, Node_Label (+"LOL")), (1 => 5)) or
not Edge_Perm (Graphs.Find_In_Subgraph (Position, Edge_Label (+"KEK")),
((6, 5, 6), (7, 5, 7)))
then
return Fail;
end if;
return Pass;
end Find_Subgraph_Check;
function Contains_Check
return Test_Result
is
Copy_Graph : Graphs.Graph := My_Nonempty_Graph;
begin
if Copy_Graph.Contains (Node_ID (20)) or
not Copy_Graph.Contains (Node_ID (2)) or
Copy_Graph.Contains (Edge_ID (20)) or
not Copy_Graph.Contains (Edge_ID (7)) or
Copy_Graph.Contains (Graphs.Edge_Type'(99, 99, 99)) or
not Copy_Graph.Contains (Graphs.Edge_Type'(7, 2, 5)) or
Copy_Graph.Contains (Graphs.Labeled_Node_Type'(2, Node_Label (+"ABC"))) or
Copy_Graph.Contains (Graphs.Labeled_Edge_Type'((7, 2, 5), Edge_Label (+"DEF")))
then
return Fail;
end if;
Copy_Graph.Append_Label (2, Node_Label (+"ABC"));
Copy_Graph.Append_Label ((7, 2, 5), Edge_Label (+"DEF"));
if not Copy_Graph.Contains (Graphs.Labeled_Node_Type'(2, Node_Label (+"ABC"))) or
not Copy_Graph.Contains (Graphs.Labeled_Edge_Type'((7, 2, 5), Edge_Label (+"DEF")))
then
return Fail;
end if;
return Pass;
end Contains_Check;
function Contains_Label_Check
return Test_Result
is
Copy_Graph : Graphs.Graph := My_Nonempty_Graph;
begin
if Copy_Graph.Contains_Label (Node_Label (+"ABC")) or
Copy_Graph.Contains_Label (Edge_Label (+"DEF"))
then
return Fail;
end if;
Copy_Graph.Append_Label (2, Node_Label (+"ABC"));
Copy_Graph.Append_Label ((7, 2, 5), Edge_Label (+"DEF"));
if not Copy_Graph.Contains_Label (Node_Label (+"ABC")) or
not Copy_Graph.Contains_Label (Edge_Label (+"DEF"))
then
return Fail;
end if;
return Pass;
end Contains_Label_Check;
function Contains_Subgraph_Check
return Test_Result
is
Copy_Graph : Graphs.Graph := My_Complex_Graph;
Branch_1 : Graphs.Cursor := Copy_Graph.To_Cursor (5);
Branch_2 : Graphs.Cursor := Copy_Graph.To_Cursor (2);
begin
if Graphs.Contains_In_Subgraph (Branch_1, Node_ID (2)) or
not Graphs.Contains_In_Subgraph (Branch_1, Node_ID (10)) or
Graphs.Contains_In_Subgraph (Branch_1, Graphs.Edge_Type'(2, 2, 3)) or
not Graphs.Contains_In_Subgraph (Branch_1, Graphs.Edge_Type'(13, 7, 5)) or
Graphs.Contains_In_Subgraph (Branch_2, Node_ID (99)) or
Graphs.Contains_In_Subgraph (Branch_2, Graphs.Edge_Type'(1, 99, 99)) or
Graphs.Contains_In_Subgraph
(Branch_1, Graphs.Labeled_Node_Type'(Node_ID (5), Node_Label (+"ABC"))) or
Graphs.Contains_In_Subgraph
(Branch_1, Graphs.Labeled_Edge_Type'((13, 7, 5), Edge_Label (+"DEF")))
then
return Fail;
end if;
Copy_Graph.Append_Label (5, Node_Label (+"ABC"));
Copy_Graph.Append_Label ((13, 7, 5), Edge_Label (+"DEF"));
if Graphs.Contains_In_Subgraph
(Branch_2, Graphs.Labeled_Node_Type'(Node_ID (5), Node_Label (+"ABC"))) or
not Graphs.Contains_In_Subgraph
(Branch_1, Graphs.Labeled_Node_Type'(Node_ID (5), Node_Label (+"ABC"))) or
Graphs.Contains_In_Subgraph
(Branch_2, Graphs.Labeled_Edge_Type'((13, 7, 5), Edge_Label (+"DEF"))) or
not Graphs.Contains_In_Subgraph
(Branch_1, Graphs.Labeled_Edge_Type'((13, 7, 5), Edge_Label (+"DEF")))
then
return Fail;
end if;
return Pass;
end Contains_Subgraph_Check;
function Contains_Label_Subgraph_Check
return Test_Result
is
Copy_Graph : Graphs.Graph := My_Complex_Graph;
Branch_1 : Graphs.Cursor := Copy_Graph.To_Cursor (5);
Branch_2 : Graphs.Cursor := Copy_Graph.To_Cursor (2);
begin
if Graphs.Contains_Label_In_Subgraph (Branch_1, Node_Label (+"ABC")) or
Graphs.Contains_Label_In_Subgraph (Branch_1, Edge_Label (+"DEF")) or
Graphs.Contains_Label_In_Subgraph (Branch_2, Node_Label (+"ABC")) or
Graphs.Contains_Label_In_Subgraph (Branch_2, Edge_Label (+"DEF"))
then
return Fail;
end if;
Copy_Graph.Append_Label (5, Node_Label (+"ABC"));
Copy_Graph.Append_Label ((8, 6, 8), Edge_Label (+"DEF"));
if not Graphs.Contains_Label_In_Subgraph (Branch_1, Node_Label (+"ABC")) or
not Graphs.Contains_Label_In_Subgraph (Branch_1, Edge_Label (+"DEF")) or
Graphs.Contains_Label_In_Subgraph (Branch_2, Node_Label (+"ABC")) or
Graphs.Contains_Label_In_Subgraph (Branch_2, Edge_Label (+"DEF"))
then
return Fail;
end if;
return Pass;
end Contains_Label_Subgraph_Check;
function Contains_Path_Check
return Test_Result
is
Node_Path_In : Graphs.Node_Path := (1, 2, 3);
Node_Path_Out : Graphs.Node_Path := (87, 88, 89, 100);
Edge_Path_In : Graphs.Edge_Path := ((5, 1, 5), (6, 5, 6), (8, 6, 8));
Edge_Path_Out : Graphs.Edge_Path := ((1, 1, 4), (5, 4, 7));
begin
if not My_Complex_Graph.Contains_Path (Node_Path_In) or
My_Complex_Graph.Contains_Path (Node_Path_Out) or
not My_Complex_Graph.Contains_Path (Edge_Path_In) or
My_Complex_Graph.Contains_Path (Edge_Path_Out)
then
return Fail;
end if;
return Pass;
end Contains_Path_Check;
function Contains_Path_Subgraph_Check
return Test_Result
is
Node_Path_In : Graphs.Node_Path := (5, 7, 7, 5);
Node_Path_Out : Graphs.Node_Path := (1, 2, 3);
Edge_Path_In : Graphs.Edge_Path := ((6, 5, 6), (8, 6, 8));
Edge_Path_Out : Graphs.Edge_Path := ((1, 1, 2), (2, 2, 3));
Position : Graphs.Cursor := My_Complex_Graph.To_Cursor (5);
begin
if not Graphs.Contains_Path_In_Subgraph (Position, Node_Path_In) or
Graphs.Contains_Path_In_Subgraph (Position, Node_Path_Out) or
not Graphs.Contains_Path_In_Subgraph (Position, Edge_Path_In) or
Graphs.Contains_Path_In_Subgraph (Position, Edge_Path_Out)
then
return Fail;
end if;
return Pass;
end Contains_Path_Subgraph_Check;
function Iterate_Check
return Test_Result
is
Index : Positive := 1;
Check_1 : Graphs.Node_Array := (2, 5, 9, 11);
Check_2 : Graphs.Node_Array := (1, 2, 3, 4, 5, 6, 7, 8, 9, 10);
begin
for C in My_Nonempty_Graph.Iterate loop
if Index not in Check_1'Range or else
Graphs.Element (C) /= Check_1 (Index)
then
return Fail;
else
Index := Index + 1;
end if;
end loop;
Index := 1;
for C in My_Complex_Graph.Iterate loop
if Index not in Check_2'Range or else
Graphs.Element (C) /= Check_2 (Index)
then
return Fail;
else
Index := Index + 1;
end if;
end loop;
return Pass;
end Iterate_Check;
function Iterate_Subgraph_Check
return Test_Result
is
Index : Positive := 1;
Check : Graphs.Node_Array := (5, 6, 7, 8, 9, 10);
Position_1 : Graphs.Cursor := My_Complex_Graph.To_Cursor (5);
Position_2 : Graphs.Cursor := My_Complex_Graph.To_Cursor (7);
begin
for C in My_Complex_Graph.Iterate_Subgraph (Position_1) loop
if Index not in Check'Range or else
Graphs.Element (C) /= Check (Index)
then
return Fail;
else
Index := Index + 1;
end if;
end loop;
Index := 1;
for C in My_Complex_Graph.Iterate_Subgraph (Position_2) loop
if Index not in Check'Range or else
Graphs.Element (C) /= Check (Index)
then
return Fail;
else
Index := Index + 1;
end if;
end loop;
return Pass;
end Iterate_Subgraph_Check;
function Iterate_By_Check
return Test_Result
is
function Max
(Nodes : in Graphs.Node_Array)
return Node_ID
is
Current : Node_ID := 1;
begin
for N of Nodes loop
if N > Current then
Current := N;
end if;
end loop;
return Current;
end Max;
function My_Choices
(Position : in Graphs.Cursor)
return Graphs.Cursor
is
Pick_From : Graphs.Node_Array := Graphs.Children (Position);
begin
if Pick_From'Length = 0 then
return Graphs.No_Element;
end if;
return Graphs.Cursor_To (Position, Max (Pick_From));
end My_Choices;
function My_Filter
(Position : in Graphs.Cursor)
return Boolean is
begin
return not Graphs.Has_Element (Position) or else
Graphs.Element (Position) mod 2 = 0;
end My_Filter;
Index : Positive := 1;
Check_1 : Graphs.Node_Array := (1, 5, 7, 10);
Check_2 : Graphs.Node_Array := (1 => 10);
Start : Graphs.Cursor := My_Complex_Graph.To_Cursor (1);
begin
for C in My_Complex_Graph.Iterate_By (Start, My_Choices'Unrestricted_Access) loop
if Index not in Check_1'Range or else
Graphs.Element (C) /= Check_1 (Index)
then
return Fail;
else
Index := Index + 1;
end if;
end loop;
Index := 1;
for C in My_Complex_Graph.Iterate_By
(Start, My_Choices'Unrestricted_Access, My_Filter'Unrestricted_Access)
loop
if Index not in Check_2'Range or else
Graphs.Element (C) /= Check_2 (Index)
then
return Fail;
else
Index := Index + 1;
end if;
end loop;
return Pass;
end Iterate_By_Check;
end Graph_Tests.Search;
|