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Our goal here is once more to simplify the relationship between A and F, and recursively invoke the algorithm on a simpler case, where the actual type argument is known to be an invocation of the same generic type as the formal Assume both H and G have only a single type argument Since we have the constraint A = H<X> >> F = G< extends U>, where H is distinct from G, it must be the case that H is some proper superclass or superinterface of G There must be an invocation of H<Y> such that H<X> >> H<Y> that we can use instead of F = G< extends U> How do we compute H<Y> As before, note that the declaration of G must introduce a formal type parameter S, and there must be some (non-wildcard) invocation of H, H<U1>, that is a supertype of G<S> However, substituting extends U for S is not generally valid To see this, assume U1 = T[] Instead, we produce an invocation of H, H< extends U1>[S = U] In the simplest instance, U1 might be S, in which case we have G<S> <: H<S>, and G< extends U> <: H< extends U> = H< extends S>[S = U] = V

This document describes a model for grouping together collections of attributes into families of entries, for directory servers that follow the X500 and LDAP information models The document also describes protocol support, in the form of LDAP controls, that allows the user to treat a family of entries either as separate entries or as a combined entry when searching, retrieving, or deleting information from the DIT

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The standard library has extensive support for a variety of standard le formats and encodings The base64 module has functions for reading and writing using the Base16, Base32, and Base64 encodings speci ed in RFC 3548 The quopri module has functions for reading and writing quoted-printable format This format is de ned in RFC 1521 and is used for MIME (Multipurpose Internet Mail Extensions) data The uu module has functions for reading and writing uuencoded data RFC 1832 de nes the External Data Representation Standard and module xdrlib provides functions for reading and writing data in this format Modules are also provided for reading and writing archive les in the most popular formats The bz2 module can handle bz2 les, the gzip module handles gz les, the tarfile module handles tar, targz (also tgz), and tarbz2 les, and the zipfile module handles zip les We will see an example of using the tarfile module in this subsection, and later on ( 227) there is a small example that uses the gzip module; we will also see the gzip module in action again in 7 Support is also provided for handling some audio formats, with the aifc module for AIFF (Audio Interchange File Format) and the wave module for (uncompressed) wav les Some forms of audio data can be manipulated using the audioop module, and the sndhdr module provides a couple of functions for determining what kind of sound data is stored in a le and some of its properties, such as the sampling rate

Restricting the analysis to the unary case, we have the constraint A >> F = G< super U> A must be a supertype of the generic type G However, since A is not a parameterized type, it cannot depend upon U in any way It is a supertype of the type G< super X> for every X such that super X is a valid type argument to G No meaningful constraint on U can be derived from A

RFC (Request for Comments) documents are used to specify various Internet technologies Each one has a unique identi cation number and many of them have become of cially adopted standards

If A is an invocation of a generic type declaration H, where H is either G or superclass or superinterface of G, then:

Named Referrals in LDAP Directories (draft-ietf-ldapext-namedref-00txt)

Having seen descriptors used to generate data without necessarily storing it, we will now look at a descriptor that can be used to store all of an object s attribute data, with the object not needing to store anything itself In the example, we will just use a dictionary, but in a more realistic context, the data might be stored in a le or a database Here s the start of a modi ed version of the Point class that makes use of the descriptor (from the ExternalStoragepy le):

If H G , then let S1, , Sn be the formal type parameters of G, and let H<U1, , Ul> be the unique invocation of H that is a supertype of G<S1 , , Sn>, and let V = H< super U1, , super Ul>[Sk = U] Then this algorithm is applied recursively to the constraint A >> V

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