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This function is called for each string in the list The children argument is the list to which new entries must be added When called from the outer function (indented_list_sort()), this is the entries list This has the effect of turning a list of strings into a list of entries, each of which has a top-level (unindented) string and a (possibly empty) list of child entries If the level is 0 (top-level), we add a new 3-tuple to the entries list This holds the key (for sorting), the original item (which will go into the resultant sorted list), and an empty children list This is the base case since no recursion takes place If the level is greater than 0, the item is a child (or descendant) of the last item in the children list In this case we recursively call add_entry() again, reducing the level by 1 and passing the children list s last item s children list as the list to add to If the level is 2 or more, more recursive calls will take place, until eventually the level is 0 and the children list is the right one for the entry to be added to For example, when the Inner Transitionals string is reached, the outer function calls add_entry() with a level of 0, a key of inner transitionals , an item of Inner Transitionals , and the entries list as the children list Since the level is 0, a new item will be appended to the children list (entries), with the key, item, and an empty children list The next string is Lanthanides this is indented, so it is a child of the Inner Transitionals string The add_entry() call this time has a level of 1, a key of lanthanides , an item of Lanthanides , and the entries list as the children list Since the level is 1, the add_entry() function calls itself recursively, this time with level 0 (1 - 1), the same key and item, but with the children list being the children list of the last item, that is, the Inner Transitionals item s children list Here is what the entries list looks like once all the strings have been added, but before the sorting has been done:.

Resolving a method name at compile time is more complicated than resolving a eld name because of the possibility of method overloading Invoking a method at run time is also more complicated than accessing a eld because of the possibility of instance method overriding Determining the method that will be invoked by a method invocation expression involves several steps The following three sections describe the compiletime processing of a method invocation; the determination of the type of the method invocation expression is described in 15123

[('nonmetals', 'Nonmetals', [('hydrogen', ' Hydrogen', []), ('carbon', ' Carbon', []), ('nitrogen', ' Nitrogen', []), ('oxygen', ' Oxygen', [])]), ('inner transitionals', 'Inner Transitionals', [('lanthanides', ' Lanthanides', [('cerium', ' Cerium', []), ('europium', ' Europium', [])]), ('actinides', ' Actinides', [('uranium', ' Uranium', []), ('curium', ' Curium', []), ('plutonium', ' Plutonium', [])])]), ('alkali metals', 'Alkali Metals', [('lithium', ' Lithium', []), ('sodium', ' Sodium', []), ('potassium', ' Potassium', [])])]

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ldsetConnSetupDelay( LDAPConnectionNODELAY_SERIAL ); ldsetConnSetupDelay( LDAPConnectionNODELAY_PARALLEL ); ldsetConnSetupDelay( 10 ); // 10 seconds between threads

If it is a simple name, that is, just an Identi er, then the name of the method is the Identi er If the Identi er appears within the scope ( 63) of a visible method declaration with that name, then there must be an enclosing type declaration of which that method is a member Let T be the innermost such type declaration The class or interface to search is T If it is a quali ed name of the form TypeName Identi er, then the name of the method is the Identi er and the class to search is the one named by the

The output was produced using the pprint ( pretty print ) module s pprint pprint() function Notice that the entries list has only three items (all of which are 3-tuples), and that each 3-tuple s last element is a list of child 3-tuples (or is an empty list) The add_entry() function is both a local function and a recursive function Like all recursive functions, it has a base case (in this function, when the level is 0) that ends the recursion, and a recursive case The function could be written in a slightly different way:

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