text stringlengths 0 234 |
|---|
end AddElemToAllLists; |
-- adds two lists of lists together |
function ConcatList (LL1, LL2 : Partition_Type) return Partition_Type |
is |
RetLL : Partition_Type (0 .. (LL1'Length + LL2'Length - 1)); |
LL1First : Partition := LL1 (0); |
LL2First : Partition := LL2 (0); |
begin |
-- checks emptinesses of lists |
if ((LL1First (0) = -1) and (LL2First (0) = -1)) then |
return LL1; |
elsif (LL1First (0) = -1) then |
return LL2; |
elsif (LL2First (0) = -1) then |
return LL1; |
else |
-- puts in LL1 |
for I in LL1'Range loop |
RetLL (I) := LL1 (I); |
end loop; |
-- puts in LL2 |
for I in LL2'Range loop |
RetLL (I + LL1'Length) := LL2(I); |
end loop; |
end if; |
return RetLL; |
end ConcatList; |
-- compiles a list of partitions |
function PrimePartition (N, K, J : Integer) return Partition_Type |
is |
Empty_Partition : Partition := (others => -1); |
Empty_Partition_Type : Partition_Type (0 .. 0) := (0 => Empty_Partition); |
Primes : Sieve_Type := SievePrimes (N, K); |
IPrime : Integer := 0; |
NPrimePartition : Partition := (0 => N, others => -1); |
NPrimeList : Partition_Type (0 .. 0) := (0 => NPrimePartition); |
begin |
-- gets the lowest prime between K and N |
for I in Primes'Range loop |
if (Primes (I)) then |
IPrime := I; |
exit when True; |
end if; |
end loop; |
-- if no primes then return empty list |
if (IPrime = 0) then |
return Empty_Partition_Type; |
end if; |
-- if bad input then return empty list |
if ((N <= 1) or (N < K)) then |
return Empty_Partition_Type; |
-- if n is prime and first call with n as n |
elsif ((IsPrime (N)) and (J = 1)) then |
-- add the prime to the sub partitions returned concatenated with partitions using the same n concatenated with n |
return ConcatList ((ConcatList ((AddElemToAllLists ((PrimePartition ((N - IPrime), (IPrime + 1), 1)), IPrime)), (primePartition (N, (IPrime + 1), (J + 1))))), NPrimeList); |
else |
-- same as above but don't concat n |
return ConcatList ((AddElemToAllLists ((PrimePartition ((N - IPrime), (IPrime + 1), 1)), IPrime)), (primePartition (N, (IPrime + 1), (J + 1)))); |
end if; |
end PrimePartition; |
-- prints a list of partitions in the desired format |
procedure PrintLL (LL : Partition_Type) |
is |
begin |
for I in LL'Range loop |
declare |
L : Partition := (LL (I)); |
begin |
for J in L'Range loop |
if ((L (J)) = -1) then |
exit; |
else |
Ada.Text_IO.Put(Integer'Image (L (J)) & " "); |
end if; |
end loop; |
Function Definition: procedure words is |
Function Body: package ASU renames Ada.Strings.Unbounded; |
package ACL renames Ada.Command_Line; |
package ATI renames Ada.Text_IO; |
package WL renames Word_Lists; |
File_Name: ASU.Unbounded_String; |
Fich: Ada.Text_IO.File_Type; |
List: WL.Word_List_Type; |
Word: ASU.Unbounded_String; |
Count: Natural; |
procedure Print_Menu is |
--Imprime el menú interactivo |
begin |
ATI.New_Line; |
ATI.Put_Line("Options"); |
ATI.Put_Line("1 Add Word"); |
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.