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One xed-arity member method named m is more speci c than another member method of the same name and arity if all of the following conditions hold: The declared types of the parameters of the rst member method are T1 ,

DEL_RESPONSE MODIFY_RDN_RESPONSE COMPARE_RESPONSE EXTENDED_RESPONSE LDAPResponseListener produces instances of LDAPResponse, which extends LDAPMessage in providing access to any error string, matched DN, referrals, and

If Python is run in optimized mode (using the -O command-line option or if the PYTHONOPTIMIZE environment variable is set to -O), then no logging will take place Here s the code for setting up logging and for the decorator:

The declared types of the parameters of the other method are U1 ,

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result code that are available in the message The client of the asynchronous interface is responsible for checking the result code to see if the operation was successful or what went wrong if it failed; no LDAPException is thrown unless the operation could not even be started (for example, because the server was inaccessible) Each object produced by an LDAPSearchResponseListener enumeration is either an LDAPSearchResult that contains a single LDAPEntry or an instance of LDAPSearchResultReference that contains one or more LDAP URLs Both object types extend LDAPMessage, so they may include controls returned by the server Our rst sample program demonstrates that operations do not block, and it illustrates the additional steps that must be taken to process messages when using the asynchronous interface:

if __debug__: logger = logginggetLogger("Logger") loggersetLevel(loggingDEBUG) handler = loggingFileHandler(ospathjoin( tempfilegettempdir(), "loggedlog")) loggeraddHandler(handler) def logged(function): @functoolswraps(function) def wrapper(*args, **kwargs): log = "called: " + function__name__ + "(" log += ", "join(["{0!r}"format(a) for a in args] + ["{0!s}={1!r}"format(k, v) for k, v in kwargsitems()]) result = exception = None try: result = function(*args, **kwargs) return result except Exception as err: exception = err finally: log += ((") -> " + str(result)) if exception is None else ") {0}: {1}"format(type(exception), exception)) loggerdebug(log) if exception is not None: raise exception return wrapper else: def logged(function): return function

If the second method is a generic method as described above then Al <: Bl[R1 = A1, , Rp = Ap], 1 l p

public class AsynchSearch { public static void main( String[] args ) { String MY_FILTER = "objectclass=*"; String MY_SEARCHBASE = "o=Airiuscom"; LDAPConnection ld = new LDAPConnection(); try { ldconnect( "localhost", 389 ); // Asynchronous authentication LDAPResponseListener r = ldbind( "uid=jvedder, ou=People, o=airiuscom", "befitting", (LDAPResponseListener)null ); // Do something else, just to show that we're not // blocked yet Systemoutprintln( "Started authenticating" ); // Wait until it completes LDAPResponse response = rgetResponse(); // Did the authentication succeed int resultCode = responsegetResultCode(); if (resultCode != LDAPExceptionSUCCESS) { // Do what the synchronous interface does // throw an exception

In debug mode the global variable __debug__ is True If this is the case we set up logging using the logging module, and then create the @logged decorator The logging module is very powerful and exible it can log to les, rotated les, emails, network connections, HTTP servers, and more Here we ve used only the most basic facilities by creating a logging object, setting its logging level (several levels are supported), and choosing to use a le for the output

One member method has n parameters and the other has k parameters, where n k The types of the parameters of the rst member method are T1 , , Tn-1 , Tn[], the types of the parameters of the other method are U1 , , Uk-1, Uk[] If the second method is generic then let R1 Rp p 1 , be its formal type parameters, let Bl be the declared bound of Rl, 1 l p , let A1 Ap be the actual type arguments inferred ( 151227) for this invocation under the initial constraints Ti << Ui, 1 i k 1 , Ti << Uk, k i n and let Si = Ui[R1 = A1, , Rp = Ap] 1 i k ; otherwise let Si = Ui, 1 i k Then:

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