I'm seeing a very strange behavior with double precision subtraction.
I'm using csUnit for testing. If I run the test by itself, the test
passes. When I run the batch of tests, the test fails. Here's the
test:
[Test]
public void GetAcuteAngleDi fference_PI()
{
double a = 0;
double b = Math.PI;
Assert.Equals( b, Euclid.GetAcute AngleDifference (a, b));
}
/// <summary>
/// Get the smallest acute difference between 2 angles. A positive
result
/// shows that b is clockwise of a, while a negative shows that b is
/// counter clockwise of a.
/// </summary>
/// <param name="a">angle in radians</param>
/// <param name="b">angle in radians</param>
/// <returns>smalle st accute angle in radians</returns>
public static double GetAcuteAngleDi fference(double a, double b)
{
a = SnapAngle(a); //place the angle between 0 and 2 Pi
b = SnapAngle(b);
if (a == b) return 0;
double result = ba; //////////This line gives me grief.///////
double absResult = Math.Abs(result );
double direction = absResult / result;
if (absResult > Math.PI) //the acute angle is the opposite
direction
result = direction * (absResult  (2 * Math.PI));
return result;
}
The test is looking for the smallest acute angle between 0 and Pi. The
expected result is Pi.
Like I said, if I run the test by iteself, it passes. The 'result'
after the (ba) subtraction is essentially (Math.PI  0) and the result
the same as Math.PI = 3.141592 6535897931. However, the batch run
shows 'result' variable is slightly bigger at 3.141592 7410125732.
Has anyone else experienced this behavior? What can I do to correct it
or work around it?
BTW, the test is running a Debug build on a 2.8 Ghz Pentium 4.
Thanks!
Marshall 2 5877
Hi Marshall,
I am not sure why your test returns different results when run
individually or as part of a batch. As we know floating point numbers cannot
be precise in some cases as they cannot represent all possible contiguous
numbers, I would add an epsilon value (a small error margin) to the
Assert.Equals function, it is possible as one of the overloaded parameters,
which would allow your test to fail even if the numbers are not perfectly
identical, but within accepted error margins.
Mark R Dawson
"mbelew" wrote: I'm seeing a very strange behavior with double precision subtraction. I'm using csUnit for testing. If I run the test by itself, the test passes. When I run the batch of tests, the test fails. Here's the test:
[Test] public void GetAcuteAngleDi fference_PI() { double a = 0; double b = Math.PI;
Assert.Equals( b, Euclid.GetAcute AngleDifference (a, b)); }
/// <summary> /// Get the smallest acute difference between 2 angles. A positive result /// shows that b is clockwise of a, while a negative shows that b is /// counter clockwise of a. /// </summary> /// <param name="a">angle in radians</param> /// <param name="b">angle in radians</param> /// <returns>smalle st accute angle in radians</returns> public static double GetAcuteAngleDi fference(double a, double b) { a = SnapAngle(a); //place the angle between 0 and 2 Pi b = SnapAngle(b);
if (a == b) return 0;
double result = ba; //////////This line gives me grief.///////
double absResult = Math.Abs(result ); double direction = absResult / result;
if (absResult > Math.PI) //the acute angle is the opposite direction result = direction * (absResult  (2 * Math.PI));
return result; }
The test is looking for the smallest acute angle between 0 and Pi. The expected result is Pi.
Like I said, if I run the test by iteself, it passes. The 'result' after the (ba) subtraction is essentially (Math.PI  0) and the result the same as Math.PI = 3.141592 6535897931. However, the batch run shows 'result' variable is slightly bigger at 3.141592 7410125732.
Has anyone else experienced this behavior? What can I do to correct it or work around it?
BTW, the test is running a Debug build on a 2.8 Ghz Pentium 4.
Thanks!
Marshall
Hi,
Take a look at Jon Skeet's article about flaoting points number
: http://www.yoda.arachsys.com/csharp/floatingpoint.html
cheers,

Ignacio Machin,
ignacio.machin AT dot.state.fl.us
Florida Department Of Transportation
"mbelew" <mb****@koioswo rks.com> wrote in message
news:11******** **************@ g14g2000cwa.goo glegroups.com.. . I'm seeing a very strange behavior with double precision subtraction. I'm using csUnit for testing. If I run the test by itself, the test passes. When I run the batch of tests, the test fails. Here's the test:
[Test] public void GetAcuteAngleDi fference_PI() { double a = 0; double b = Math.PI;
Assert.Equals( b, Euclid.GetAcute AngleDifference (a, b)); }
/// <summary> /// Get the smallest acute difference between 2 angles. A positive result /// shows that b is clockwise of a, while a negative shows that b is /// counter clockwise of a. /// </summary> /// <param name="a">angle in radians</param> /// <param name="b">angle in radians</param> /// <returns>smalle st accute angle in radians</returns> public static double GetAcuteAngleDi fference(double a, double b) { a = SnapAngle(a); //place the angle between 0 and 2 Pi b = SnapAngle(b);
if (a == b) return 0;
double result = ba; //////////This line gives me grief.///////
double absResult = Math.Abs(result ); double direction = absResult / result;
if (absResult > Math.PI) //the acute angle is the opposite direction result = direction * (absResult  (2 * Math.PI));
return result; }
The test is looking for the smallest acute angle between 0 and Pi. The expected result is Pi.
Like I said, if I run the test by iteself, it passes. The 'result' after the (ba) subtraction is essentially (Math.PI  0) and the result the same as Math.PI = 3.141592 6535897931. However, the batch run shows 'result' variable is slightly bigger at 3.141592 7410125732.
Has anyone else experienced this behavior? What can I do to correct it or work around it?
BTW, the test is running a Debug build on a 2.8 Ghz Pentium 4.
Thanks!
Marshall This thread has been closed and replies have been disabled. Please start a new discussion. Similar topics 
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I'm seeing a very strange behavior with double precision subtraction.
I'm using csUnit for testing. If I run the test by itself, the test
passes. When I run the batch of tests, the test fails. Here's the
test:
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