On Tue, Jan 27, 2009 at 14:26, Ricardo Aráoz <ricar...@gmail.com> wrote:
>
> "Vicent" <vgi...@gmail.com> <vgi...@gmail.com> wrote
>
> Anyway, I am working with Python 2.5.4, and I am interested in defining a
> new type called "bit" (if possible), which represents a number that can
> only
> take values 0 or 1 —that's what we would call a "binary variable", in a
> Mathematical Programming context.
>
> The python manual is usually a good thing to read :
>
>
> 3.4.1 Bit-string Operations on Integer Types
>
> Plain and long integer types support additional operations that make sense
> only for bit-strings. Negative numbers are treated as their 2's complement
> value (for long integers, this assumes a sufficiently large number of bits
> that no overflow occurs during the operation).
>
> The priorities of the binary bit-wise operations are all lower than the
> numeric operations and higher than the comparisons; the unary operation "~"
> has the same priority as the other unary numeric operations ("+" and "-").
>
>
> This table lists the bit-string operations sorted in ascending priority
> (operations in the same box have the same priority):
>
> Operation Result Notes x | y bitwise *or* of x and y
> x ^ y bitwise *exclusive or* of x and y
> x & y bitwise *and* of x and y
> x << n x shifted left by n bits (1), (2) x >> n x shifted right by nbits
> (1),
> (3) ~x the bits of x inverted
>
> Notes:
> *(1)* Negative shift counts are illegal and cause a ValueError to be
> raised. *(2)* A left shift by n bits is equivalent to multiplication by pow(2,
> n) without overflow check. *(3)* A right shift by n bits is equivalent to
> division by pow(2, n) without overflow check.
>
Ricardo,
Thank you. I think I already read this, but I didn't realize that it could
be useful for me.
I mean, I was looking for a class that stores only 0-1 values and that is
1-bit-sized, in order to save memory and/or disk space. That's why I thought
that "bool" type would be OK for me, but maybe I could also consider
integers (or translating those data into integers), because of those
operations that are already implemented and that you have just showed me.
Anyway, I think similar operators already exist for single "bool" data.
That approach you suggest would be useful in case I wanted to manage with
strings of 0's and 1's (which could be possible).
Thank you!
--
Vicent
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