@@ -560,7 +560,7 @@ clears the bits with positions from `start_pos` to `end_pos` in `self`.
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* if ` start_pos ` and ` end_pos ` are present with ` end_pos < start_pos `
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` self ` is unmodified.
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- Note: Positions outside the range 0 to ` BITS(SET ) -1` are ignored.
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+ Note: Positions outside the range 0 to ` bits(set ) -1` are ignored.
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#### Syntax
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@@ -1355,7 +1355,7 @@ The result is a default logical scalar.
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#### Result value
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- The result is ` .true. ` if the bit at ` pos ` , in ` self ` is set,
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+ The result is ` .true. ` if the bit at ` pos ` in ` self ` is set,
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otherwise it is ` .false. ` . If ` pos ` is outside the range
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` 0... bits(self)-1 ` the result is ` .false. ` .
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@@ -1387,7 +1387,7 @@ Represents the value of `self` as a binary literal in `string`.
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#### Syntax
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- `call self % [[ bitset_type(class): to_string (bound)]] (string[ , status] )
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+ ` call self % [[bitset_type(class):to_string(bound)]](string[, status]) `
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#### Class
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@@ -1436,7 +1436,7 @@ the stop code. The values have the following meanings:
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#### Status
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- Experimeental
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+ Experimental
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#### Description
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@@ -1795,7 +1795,7 @@ The result is a default logical scalar.
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The result is ` .true. ` if the bits in ` set1 ` and ` set2 ` are the same
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or the highest order different bit is set to 1 in ` set1 ` and to 0 in
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- ` set2 ` , ` .false. ` . otherwise.
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+ ` set2 ` , ` .false. ` otherwise.
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#### Example
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@@ -1829,7 +1829,7 @@ Experimental
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Returns ` .true. ` if the bits in ` set1 ` and ` set2 ` differ and the
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highest order different bit is set to 1 in ` set1 ` and to 0 in ` set2 ` ,
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- ` .false. ` . otherwise. The sets must be the same size otherwise the
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+ ` .false. ` otherwise. The sets must be the same size otherwise the
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results are undefined
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#### Syntax
@@ -1890,7 +1890,7 @@ Experimental
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Returns ` .true. ` if the bits in ` set1 ` and ` set2 ` are the same or the
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highest order different bit is set to 0 in ` set1 ` and to 1 in ` set2 ` ,
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- ` .false. ` . otherwise. The sets must be the same size otherwise the
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+ ` .false. ` otherwise. The sets must be the same size otherwise the
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results are undefined
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@@ -1919,7 +1919,7 @@ The result is a default logical scalar.
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The result is ` .true. ` if the bits in ` set1 ` and ` set2 ` are the same
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or the highest order different bit is set to 0 in ` set1 ` and to 1 in
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- ` set2 ` , ` .false. ` . otherwise.
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+ ` set2 ` , ` .false. ` otherwise.
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#### Example
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@@ -1953,7 +1953,7 @@ Experimental
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Returns ` .true. ` if the bits in ` set1 ` and ` set2 ` differ and the
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highest order different bit is set to 0 in ` set1 ` and to 1 in ` set2 ` ,
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- ` .false. ` . otherwise. The sets must be the same size otherwise the
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+ ` .false. ` otherwise. The sets must be the same size otherwise the
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results are undefined
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