simplify nan propagation quirks in the purpose section
This commit is contained in:
+2
-5
@@ -40,13 +40,10 @@
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*> operations are not performed. This results in the following NaN/Inf
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*> propagation quirks:
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*>
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*> 1. If alpha is zero and beta is one, NaNs or Infs in A or B do not affect
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*> the result.
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*> 1. If alpha is zero, NaNs or Infs in A or B do not affect the result.
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*> 2. If both alpha and beta are zero, then a zero matrix is returned in C,
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*> irrespective of any NaNs or Infs in A, B or C.
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*> 3. If alpha is zero and beta is neither zero or one, then beta*C is
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*> returned in C, irrespective of any NaNs or Infs in A or B.
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*> 4. If only beta is zero, alpha*op( A )*op( B ) is returned, irrespective
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*> 3. If only beta is zero, alpha*op( A )*op( B ) is returned, irrespective
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*> of any NaNs or Infs in C.
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*> \endverbatim
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*
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+2
-5
@@ -40,13 +40,10 @@
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*> operations are not performed. This results in the following NaN/Inf
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*> propagation quirks:
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*>
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*> 1. If alpha is zero and beta is one, NaNs or Infs in A or B do not affect
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*> the result.
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*> 1. If alpha is zero, NaNs or Infs in A or B do not affect the result.
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*> 2. If both alpha and beta are zero, then a zero matrix is returned in C,
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*> irrespective of any NaNs or Infs in A, B or C.
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*> 3. If alpha is zero and beta is neither zero or one, then beta*C is
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*> returned in C, irrespective of any NaNs or Infs in A or B.
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*> 4. If only beta is zero, alpha*op( A )*op( B ) is returned, irrespective
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*> 3. If only beta is zero, alpha*op( A )*op( B ) is returned, irrespective
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*> of any NaNs or Infs in C.
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*> \endverbatim
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*
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+2
-5
@@ -40,13 +40,10 @@
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*> operations are not performed. This results in the following NaN/Inf
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*> propagation quirks:
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*>
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*> 1. If alpha is zero and beta is one, NaNs or Infs in A or B do not affect
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*> the result.
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*> 1. If alpha is zero, NaNs or Infs in A or B do not affect the result.
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*> 2. If both alpha and beta are zero, then a zero matrix is returned in C,
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*> irrespective of any NaNs or Infs in A, B or C.
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*> 3. If alpha is zero and beta is neither zero or one, then beta*C is
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*> returned in C, irrespective of any NaNs or Infs in A or B.
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*> 4. If only beta is zero, alpha*op( A )*op( B ) is returned, irrespective
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*> 3. If only beta is zero, alpha*op( A )*op( B ) is returned, irrespective
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*> of any NaNs or Infs in C.
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*> \endverbatim
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*
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+2
-5
@@ -40,13 +40,10 @@
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*> operations are not performed. This results in the following NaN/Inf
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*> propagation quirks:
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*>
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*> 1. If alpha is zero and beta is one, NaNs or Infs in A or B do not affect
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*> the result.
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*> 1. If alpha is zero, NaNs or Infs in A or B do not affect the result.
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*> 2. If both alpha and beta are zero, then a zero matrix is returned in C,
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*> irrespective of any NaNs or Infs in A, B or C.
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*> 3. If alpha is zero and beta is neither zero or one, then beta*C is
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*> returned in C, irrespective of any NaNs or Infs in A or B.
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*> 4. If only beta is zero, alpha*op( A )*op( B ) is returned, irrespective
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*> 3. If only beta is zero, alpha*op( A )*op( B ) is returned, irrespective
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*> of any NaNs or Infs in C.
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*> \endverbatim
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*
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