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-- CXA5A10.A
--
-- Grant of Unlimited Rights
--
-- Under contracts F33600-87-D-0337, F33600-84-D-0280, MDA903-79-C-0687,
-- F08630-91-C-0015, and DCA100-97-D-0025, the U.S. Government obtained
-- unlimited rights in the software and documentation contained herein.
-- Unlimited rights are defined in DFAR 252.227-7013(a)(19). By making
-- this public release, the Government intends to confer upon all
-- recipients unlimited rights equal to those held by the Government.
-- These rights include rights to use, duplicate, release or disclose the
-- released technical data and computer software in whole or in part, in
-- any manner and for any purpose whatsoever, and to have or permit others
-- to do so.
--
-- DISCLAIMER
--
-- ALL MATERIALS OR INFORMATION HEREIN RELEASED, MADE AVAILABLE OR
-- DISCLOSED ARE AS IS. THE GOVERNMENT MAKES NO EXPRESS OR IMPLIED
-- WARRANTY AS TO ANY MATTER WHATSOEVER, INCLUDING THE CONDITIONS OF THE
-- SOFTWARE, DOCUMENTATION OR OTHER INFORMATION RELEASED, MADE AVAILABLE
-- OR DISCLOSED, OR THE OWNERSHIP, MERCHANTABILITY, OR FITNESS FOR A
-- PARTICULAR PURPOSE OF SAID MATERIAL.
--*
--
-- OBJECTIVE:
-- Check that the functions Exp and Sqrt, and the exponentiation
-- operator "**" provide correct results.
--
-- TEST DESCRIPTION:
-- This test examines both the versions of Exp, Sqrt, and "**"
-- resulting from the instantiation of the
-- Ada.Numerics.Generic_Elementary_Functions with a type derived from
-- type Float, as well as the preinstantiated version of this package
-- for type Float.
-- Prescribed results (stated as such in the reference manual),
-- including instances prescribed to raise exceptions, are examined
-- in the test cases. In addition, certain evaluations are performed
-- for the preinstantiated package where the actual function result is
-- compared with the expected result (within an epsilon range of
-- accuracy).
--
-- TEST FILES:
-- The following files comprise this test:
--
-- FXA5A00.A (foundation code)
-- CXA5A10.A
--
--
-- CHANGE HISTORY:
-- 17 Apr 95 SAIC Initial prerelease version.
-- 13 Jun 95 SAIC Incorporated use of Dont_Optimize procedure, and
-- use of Result_Within_Range function overloaded for
-- FXA5A00.New_Float_Type.
-- 18 Apr 96 SAIC Incorporated reviewer comments for ACVC 2.1.
-- 01 Oct 01 RLB Protected Constraint_Error exception tests by
-- first testing for 'Machine_Overflows.
--
--!
with Ada.Exceptions;
with Ada.Numerics.Elementary_Functions;
with Ada.Numerics.Generic_Elementary_Functions;
with FXA5A00;
with Report;
procedure CXA5A10 is
begin
Report.Test ("CXA5A10", "Check that Exp, Sqrt, and the ""**"" operator " &
"provide correct results");
Test_Block:
declare
use FXA5A00, Ada.Numerics;
use Ada.Exceptions;
package GEF is new Ada.Numerics.Generic_Elementary_Functions(New_Float);
package EF renames Ada.Numerics.Elementary_Functions;
use GEF, EF;
Arg,
Float_Result : Float;
New_Float_Result : New_Float;
Flag_1, Flag_2, Flag_3, Flag_4,
Incorrect_Inverse_Base_e,
Incorrect_Inverse_Base_2,
Incorrect_Inverse_Base_8,
Incorrect_Inverse_Base_10,
Incorrect_Inverse_Base_16 : Boolean := False;
procedure Dont_Optimize_Float is new Dont_Optimize(Float);
procedure Dont_Optimize_New_Float is new Dont_Optimize(New_Float);
begin
-- Testing of the "**" operator, both instantiated and pre-instantiated
-- version.
-- Check that Argument_Error is raised by the exponentiation operator
-- when the value of the Left parameter (operand) is negative.
begin
New_Float_Result := GEF."**"(Left => -10.0,
Right => 2.0);
Report.Failed("Argument_Error not raised by the instantiated " &
"version of the exponentiation operator when the " &
"value of the Left parameter is negative");
Dont_Optimize_New_Float(New_Float_Result, 1);
exception
when Argument_Error => null; -- OK, expected exception.
when others =>
Report.Failed("Unexpected exception raised by the " &
"instantiated version of the exponentiation " &
"operator when the value of the Left parameter " &
"is negative");
end;
begin
Float_Result := (-FXA5A00.Small) ** 4.0;
Report.Failed("Argument_Error not raised by the preinstantiated " &
"version of the exponentiation operator when the " &
"value of the Left parameter is negative");
Dont_Optimize_Float(Float_Result, 2);
exception
when Argument_Error => null; -- OK, expected exception.
when others =>
Report.Failed("Unexpected exception raised by the " &
"preinstantiated version of the exponentiation " &
"operator when the value of the Left parameter " &
"is negative");
end;
-- Check that Argument_Error is raised by the exponentiation operator
-- when both parameters (operands) have the value 0.0.
begin
New_Float_Result := GEF."**"(0.0, Right => 0.0);
Report.Failed("Argument_Error not raised by the instantiated " &
"version of the exponentiation operator when " &
"both operands are zero");
Dont_Optimize_New_Float(New_Float_Result, 3);
exception
when Argument_Error => null; -- OK, expected exception.
when others =>
Report.Failed("Unexpected exception raised by the " &
"instantiated version of the exponentiation " &
"operator when both operands are zero");
end;
begin
Float_Result := 0.0**0.0;
Report.Failed("Argument_Error not raised by the preinstantiated " &
"version of the exponentiation operator when both " &
"operands are zero");
Dont_Optimize_Float(Float_Result, 4);
exception
when Argument_Error => null; -- OK, expected exception.
when others =>
Report.Failed("Unexpected exception raised by the " &
"preinstantiated version of the exponentiation " &
"operator when both operands are zero");
end;
-- Check that Constraint_Error is raised by the exponentiation
-- operator when the value of the left parameter (operand) is zero,
-- and the value of the right parameter (exponent) is negative.
-- This check applies only if Machine_Overflows is true [A.5.1(28, 30)].
if New_Float'Machine_Overflows = True then
begin
New_Float_Result := GEF."**"(0.0, Right => -2.0);
Report.Failed("Constraint_Error not raised by the instantiated " &
"version of the exponentiation operator when " &
"the left parameter is 0.0, and the right " &
"parameter is negative");
Dont_Optimize_New_Float(New_Float_Result, 5);
exception
when Constraint_Error => null; -- OK, expected exception.
when others =>
Report.Failed("Unexpected exception raised by the " &
"instantiated version of the exponentiation " &
"operator when the left parameter is 0.0, " &
"and the right parameter is negative");
end;
end if;
if Float'Machine_Overflows = True then
begin
Float_Result := 0.0 ** (-FXA5A00.Small);
Report.Failed("Constraint_Error not raised by the " &
"preinstantiated version of the exponentiation " &
"operator when the left parameter is 0.0, and the " &
"right parameter is negative");
Dont_Optimize_Float(Float_Result, 6);
exception
when Constraint_Error => null; -- OK, expected exception.
when others =>
Report.Failed("Unexpected exception raised by the " &
"preinstantiated version of the exponentiation " &
"operator when the left parameter is 0.0, and " &
"the right parameter is negative");
end;
end if;
-- Prescribed results.
-- Check that exponentiation by a 0.0 exponent yields the value one.
if GEF."**"(Left => 10.0, Right => 0.0) /= 1.0 or
EF."**"(FXA5A00.Large, Right => 0.0) /= 1.0 or
GEF."**"(3.0, 0.0) /= 1.0 or
FXA5A00.Small ** 0.0 /= 1.0
then
Report.Failed("Incorrect results returned from the ""**"" " &
"operator when the value of the exponent is 0.0");
end if;
-- Check that exponentiation by a unit exponent yields the value
-- of the left operand.
if GEF."**"(Left => 50.0, Right => 1.0) /= 50.0 or
EF."**"(FXA5A00.Large, Right => 1.0) /= FXA5A00.Large or
GEF."**"(6.0, 1.0) /= 6.0 or
FXA5A00.Small ** 1.0 /= FXA5A00.Small
then
Report.Failed("Incorrect results returned from the ""**"" " &
"operator when the value of the exponent is 1.0");
end if;
-- Check that exponentiation of the value 1.0 yields the value 1.0.
if GEF."**"(Left => 1.0, Right => 16.0) /= 1.0 or
EF."**"(1.0, Right => FXA5A00.Large) /= 1.0 or
GEF."**"(1.0, 3.0) /= 1.0 or
1.0 ** FXA5A00.Small /= 1.0
then
Report.Failed("Incorrect results returned from the ""**"" " &
"operator when the value of the operand is 1.0");
end if;
-- Check that exponentiation of the value 0.0 yields the value 0.0.
if GEF."**"(Left => 0.0, Right => 10.0) /= 0.0 or
EF."**"(0.0, Right => FXA5A00.Large) /= 0.0 or
GEF."**"(0.0, 4.0) /= 0.0 or
0.0 ** FXA5A00.Small /= 0.0
then
Report.Failed("Incorrect results returned from the ""**"" " &
"operator when the value of the operand is 0.0");
end if;
-- Check that exponentiation of various operands with a variety of
-- of exponent values yield correct results.
if not Result_Within_Range(GEF."**"(5.0, 2.0), 25.0, 0.01) or
not Result_Within_Range(GEF."**"(1.225, 1.5), 1.36, 0.01) or
not Result_Within_Range(GEF."**"(0.26, 2.0), 0.068, 0.001) or
not Result_Within_Range( EF."**"(e, 5.0), 148.4, 0.1) or
not Result_Within_Range( EF."**"(10.0, e), 522.7, 0.1) or
not Result_Within_Range( EF."**"(e, (-3.0)), 0.050, 0.001) or
not Result_Within_Range(GEF."**"(10.0,(-2.0)), 0.010, 0.001)
then
Report.Failed("Incorrect results returned from the ""**"" " &
"operator with a variety of operand and exponent " &
"values");
end if;
-- Use the following loops to check for internal consistency between
-- inverse functions.
declare
-- Use the relative error value to account for non-exact
-- computations.
TC_Relative_Error: Float := 0.005;
begin
for i in 1..5 loop
for j in 0..5 loop
if not Incorrect_Inverse_Base_e and
not FXA5A00.Result_Within_Range
(Float(i)**Float(j),
e**(Float(j)*EF.Log(Float(i))),
TC_Relative_Error)
then
Incorrect_Inverse_Base_e := True;
Report.Failed("Incorrect Log-** Inverse calc for Base e " &
"with i= " & Integer'Image(i) & " and j= " &
Integer'Image(j));
end if;
if not Incorrect_Inverse_Base_2 and
not FXA5A00.Result_Within_Range
(Float(i)**Float(j),
2.0**(Float(j)*EF.Log(Float(i),2.0)),
TC_Relative_Error)
then
Incorrect_Inverse_Base_2 := True;
Report.Failed("Incorrect Log-** Inverse calc for Base 2 " &
"with i= " & Integer'Image(i) & " and j= " &
Integer'Image(j));
end if;
if not Incorrect_Inverse_Base_8 and
not FXA5A00.Result_Within_Range
(Float(i)**Float(j),
8.0**(Float(j)*EF.Log(Float(i),8.0)),
TC_Relative_Error)
then
Incorrect_Inverse_Base_8 := True;
Report.Failed("Incorrect Log-** Inverse calc for Base 8 " &
"with i= " & Integer'Image(i) & " and j= " &
Integer'Image(j));
end if;
if not Incorrect_Inverse_Base_10 and
not FXA5A00.Result_Within_Range
(Float(i)**Float(j),
10.0**(Float(j)*EF.Log(Float(i),10.0)),
TC_Relative_Error)
then
Incorrect_Inverse_Base_10 := True;
Report.Failed("Incorrect Log-** Inverse calc for Base 10 " &
"with i= " & Integer'Image(i) & " and j= " &
Integer'Image(j));
end if;
if not Incorrect_Inverse_Base_16 and
not FXA5A00.Result_Within_Range
(Float(i)**Float(j),
16.0**(Float(j)*EF.Log(Float(i),16.0)),
TC_Relative_Error)
then
Incorrect_Inverse_Base_16 := True;
Report.Failed("Incorrect Log-** Inverse calc for Base 16 " &
"with i= " & Integer'Image(i) & " and j= " &
Integer'Image(j));
end if;
end loop;
end loop;
end;
-- Reset Flags.
Incorrect_Inverse_Base_e := False;
Incorrect_Inverse_Base_2 := False;
Incorrect_Inverse_Base_8 := False;
Incorrect_Inverse_Base_10 := False;
Incorrect_Inverse_Base_16 := False;
-- Testing of Exp Function, both instantiated and pre-instantiated
-- version.
-- Check that the result of the Exp Function, when provided an X
-- parameter value of 0.0, is 1.0.
if GEF.Exp(X => 0.0) /= 1.0 or
EF.Exp(0.0) /= 1.0
then
Report.Failed("Incorrect result returned by Function Exp when " &
"given a parameter value of 0.0");
end if;
-- Check that the Exp Function provides correct results when provided
-- a variety of input parameter values.
if not Result_Within_Range(GEF.Exp(0.001), 1.01, 0.01) or
not Result_Within_Range( EF.Exp(0.1), 1.11, 0.01) or
not Result_Within_Range(GEF.Exp(1.2697), 3.56, 0.01) or
not Result_Within_Range( EF.Exp(3.2525), 25.9, 0.1) or
not Result_Within_Range(GEF.Exp(-0.2198), 0.803, 0.001) or
not Result_Within_Range( EF.Exp(-1.6621), 0.190, 0.001) or
not Result_Within_Range(GEF.Exp(-2.3888), 0.092, 0.001) or
not Result_Within_Range( EF.Exp(-5.4415), 0.004, 0.001)
then
Report.Failed("Incorrect result from Function Exp when provided " &
"a variety of input parameter values");
end if;
-- Use the following loops to check for internal consistency between
-- inverse functions.
Arg := 0.01;
while Arg < 10.0 loop
if not Incorrect_Inverse_Base_e and
FXA5A00.Result_Within_Range(EF.Exp(Arg),
e**(Arg*EF.Log(Arg)),
0.001)
then
Incorrect_Inverse_Base_e := True;
Report.Failed("Incorrect Exp-** Inverse calc for Base e");
end if;
if not Incorrect_Inverse_Base_2 and
FXA5A00.Result_Within_Range(EF.Exp(Arg),
2.0**(Arg*EF.Log(Arg,2.0)),
0.001)
then
Incorrect_Inverse_Base_2 := True;
Report.Failed("Incorrect Exp-** Inverse calc for Base 2");
end if;
if not Incorrect_Inverse_Base_8 and
FXA5A00.Result_Within_Range(EF.Exp(Arg),
8.0**(Arg*EF.Log(Arg,8.0)),
0.001)
then
Incorrect_Inverse_Base_8 := True;
Report.Failed("Incorrect Exp-** Inverse calc for Base 8");
end if;
if not Incorrect_Inverse_Base_10 and
FXA5A00.Result_Within_Range(EF.Exp(Arg),
10.0**(Arg*EF.Log(Arg,10.0)),
0.001)
then
Incorrect_Inverse_Base_10 := True;
Report.Failed("Incorrect Exp-** Inverse calc for Base 10");
end if;
if not Incorrect_Inverse_Base_16 and
FXA5A00.Result_Within_Range(EF.Exp(Arg),
16.0**(Arg*EF.Log(Arg,16.0)),
0.001)
then
Incorrect_Inverse_Base_16 := True;
Report.Failed("Incorrect Exp-** Inverse calc for Base 16");
end if;
Arg := Arg + 0.01;
end loop;
-- Testing of Sqrt Function, both instantiated and pre-instantiated
-- version.
-- Check that Argument_Error is raised by the Sqrt Function when
-- the value of the input parameter X is negative.
begin
Float_Result := EF.Sqrt(X => -FXA5A00.Small);
Report.Failed("Argument_Error not raised by Function Sqrt " &
"when provided a small negative input parameter " &
"value");
Dont_Optimize_Float(Float_Result, 7);
exception
when Argument_Error => null; -- OK, expected exception.
when others =>
Report.Failed("Unexpected exception raised by Function Sqrt " &
"when provided a small negative input parameter " &
"value");
end;
begin
New_Float_Result := GEF.Sqrt(X => -64.0);
Report.Failed("Argument_Error not raised by Function Sqrt " &
"when provided a large negative input parameter " &
"value");
Dont_Optimize_New_Float(New_Float_Result, 8);
exception
when Argument_Error => null; -- OK, expected exception.
when others =>
Report.Failed("Unexpected exception raised by Function Sqrt " &
"when provided a large negative input parameter " &
"value");
end;
-- Check that the Sqrt Function, when given an X parameter value of 0.0,
-- returns a result of 0.0.
if GEF.Sqrt(X => 0.0) /= 0.0 or
EF.Sqrt(0.0) /= 0.0
then
Report.Failed("Incorrect result from Function Sqrt when provided " &
"an input parameter value of 0.0");
end if;
-- Check that the Sqrt Function, when given an X parameter input value
-- of 1.0, returns a result of 1.0.
if GEF.Sqrt(X => 1.0) /= 1.0 or
EF.Sqrt(1.0) /= 1.0
then
Report.Failed("Incorrect result from Function Sqrt when provided " &
"an input parameter value of 1.0");
end if;
-- Check that the Sqrt Function provides correct results when provided
-- a variety of input parameter values.
if not FXA5A00.Result_Within_Range(GEF.Sqrt(0.0327), 0.181, 0.001) or
not FXA5A00.Result_Within_Range( EF.Sqrt(0.1808), 0.425, 0.001) or
not FXA5A00.Result_Within_Range(GEF.Sqrt(1.0556), 1.03, 0.01) or
not FXA5A00.Result_Within_Range( EF.Sqrt(32.8208), 5.73, 0.01) or
not FXA5A00.Result_Within_Range( EF.Sqrt(27851.0), 166.9, 0.1) or
not FXA5A00.Result_Within_Range( EF.Sqrt(61203.4), 247.4, 0.1) or
not FXA5A00.Result_Within_Range( EF.Sqrt(655891.0), 809.9, 0.1)
then
Report.Failed("Incorrect result from Function Sqrt when provided " &
"a variety of input parameter values");
end if;
-- Check internal consistency between functions.
Arg := 0.01;
while Arg < 10.0 loop
if not Flag_1 and
not FXA5A00.Result_Within_Range(Arg,
EF.Sqrt(Arg)*EF.Sqrt(Arg),
0.01)
then
Report.Failed("Inconsistency found in Case 1");
Flag_1 := True;
end if;
if not Flag_2 and
not FXA5A00.Result_Within_Range(Arg, EF.Sqrt(Arg)**2.0, 0.01)
then
Report.Failed("Inconsistency found in Case 2");
Flag_2 := True;
end if;
if not Flag_3 and
not FXA5A00.Result_Within_Range(EF.Log(Arg),
EF.Log(Sqrt(Arg)**2.0), 0.01)
then
Report.Failed("Inconsistency found in Case 3");
Flag_3 := True;
end if;
if not Flag_4 and
not FXA5A00.Result_Within_Range(EF.Log(Arg),
2.00*EF.Log(EF.Sqrt(Arg)),
0.01)
then
Report.Failed("Inconsistency found in Case 4");
Flag_4 := True;
end if;
Arg := Arg + 1.0;
end loop;
exception
when The_Error : others =>
Report.Failed ("The following exception was raised in the " &
"Test_Block: " & Exception_Name(The_Error));
end Test_Block;
Report.Result;
end CXA5A10;
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