I had the following problem after upgrading my wordpress installation to 4.4:
SSL certificate problem, verify that the CA cert is OK. Details:
error:14090086:SSL routines:SSL3_GET_SERVER_CERTIFICATE:certificate verify failed.
The problem is that wordpress ships its own, old certificate bundle. You can fix
this by downloading http://curl.haxx.se/ca/cacert.pem and overwrite your
/wp-includes/certificates/ca-bundle.crt with it.
This will be needed after every wordpress upgrade that does not fix the issue
itself which is probably an outdated server missing the certificate or a php version
being compiled with an old version of openSSL.
Who needs typeclasses? Or static type system even? Why have side-effects
to be so complicated? And what are monads?
There must be something better!
dg is Python with Haskell syntax. In a short talk (15 minutes) I want
to introduce, on a funny note, the "better Haskell".
Under the slogan "what we don't have, you won't need" we will be looking at
features of the Haskell language and their counterparts in dg. To conclude,
we will take a look at how intelligent a Python program can look, if it has
the proper syntax.
Through the work with dogelang I am currently looking at pureness
of python functions and on how to decide and annotate pureness so that I,
in theory, could write a static checker that checks whether the annotated
functions are pure.
We can take the definition of pureness from the wikipedia
and it is as follows
The function always evaluates the same result value given the same argument
value(s). The function result value cannot depend on any hidden information
or state that may change while program execution proceeds or between
different executions of the program, nor can it depend on any external
input from I/O devices.
Evaluation of the result does not cause any semantically observable side
effect or output, such as mutation of mutable objects or output to I/O
devices.
Python makes few restrictions on side-effects and mutability and since we even
can override basic operators (like the dot-operator for attribute access), it
is hard to infer anything remotely useful or non-trivial from a python-program.
I have been, for example, responsible for code like that (paracoded for your
convenience):
defcls(object):def__init__(self):self.d={}def__getattr__(self,attr)ifnotattrinself.d:self.d[attr]=someobj(attr)returnself.d[attr]A=cls()A.foo# this line has side effects
This violates the basic principle of python that an expression should either
have a return value or a side-effect but not both. But we might have done this
for good reason. In this case, the academic value of the "front-end" of the
library outweighs the atrocities of the implementation. But it serves as a fine
example that, it is hard to reason about even simple looking expressions, if they
include the dot-operator (or any other operator for that matter), especially if
you don't have the full class definition at hand.
But it isn't only user-made classes that don't hold true to that principle. Most
low-level functions that interact with the operating system do that in some way.
They have their side-effect within the realms of the rest of the system and still
they have a return value that represents some aspect of the operation within our
program.
os.write(fd, str)
Write the bytestring in str to file descriptor fd. Return the number of
bytes actually written.
open(file, ...)
Open file and return a corresponding file object. If the file cannot be
opened, an OSError is raised.
So we would want to mark any function as impure that has a reference to one of
these impure functions. But we would also want to mark any functions defined
within these impure functions to be themselves impure. Looking at the following
code it would be hard to infere whether a function has a reference to, let's
say 'open'.
o,f=open,"file.tmp"deffun():o(f)
Given Rice's theorem, I'd think that properly tracking references would either
be undecidable or at least a problem of exponential growth (tracking all possible
assignments to some reference). So to be on the safe side, we state the following
as our impurity rule number 1: A function is impure if it uses a reference
from an impure function or has a reference to an impure function. We would also
want an exhaustive list of builtin impure functions, applying the rules recursively.
In the former code example the surrounding block leaks (that's what we will call
it) the reference to both o and f into the namespace of fun. This would
not be a problem. We even want this behaviour. Let's look at this example:
This is contrary to our definition of purity, that the function, given the same
arguments should evaluate to the same value. So this only happened, because the
reference was updated. Let's add impurity rule number 2: A function is impure
if a name is assigned twice and a reference to that name is leaked. This should
cover all cases since shenanigans like the following cause a NameError.
defa():yield(lambda:x*x)x=3yieldNonex,i=5,a()g=next(i)print(g())# Name Error: free variable 'x' referenced before assignment in enclosing scopenext(i)print(g())
Here we see the yield-keyword we have the case of suspended computation. The
next-function is of course part of the set of impure builtin functions because
it returns a value and advances the internal state of the generator. Since
for rule 2 we introduced the leaked name, we can still allow multiple assignments
within a function if the name is not leaked because we want to allow, for example,
the generator-function infinity to be pure.
definfinity():i=0whileTrue:yieldii=i+1
Here, I find, we arrive at an impasse. Every iteration over a generator "uses
the generator up". We could say that we won't allow references to generator-objects
but that seems arbitrarily strict. Also, we can't really know which name could
be used by a generator-object which would lead to not allowing any bare names
(only function calls). Disallowing generators seems impossible since map
and filter and other functional primitives depend on it.
I would welcome any ideas for a rule that would solve this issue of leaking
the internal state of a generator.