freebsd-ports/devel/adabooch/pkg-descr
Edwin Groothuis fe84096579 New port: adabooch is a Booch implementation for Ada95
The Ada 95 version of the components will contain the same
	key abstractions as the C++ form (Structs, Tools and Support).
	However, the organization will be slightly different,
	particularly in the Support domain. This is because Ada 95
	provides several special forms of memory management that
	are quite different from C++.

	The Structs category provides an array of structural
	abstractions (Bags, Collections, Deques, Graphs, Lists,
	Maps, Queues, Rings, Sets, Stacks, and Trees). The Tools
	category provides algorithmic abstractions (Searching,
	Sorting, etc.). The Support category contains all the
	"concrete" forms, plus structures to create the components.

	Some of the structures permit structural sharing (graphs,
	lists, and trees).  Some structures may also be ordered
	(collections, dequeues, and queues). There are also multiple
	forms for some structures: single and double linked lists,
	directed and undirected graphs, and binary, multiway, and
	AVL trees.

	WWW: http://www.adapower.net/booch/

PR:		ports/46448
Submitted by:	David Holm <david@realityrift.com>
2003-09-27 06:33:07 +00:00

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The Ada 95 version of the components will contain the same key abstractions
as the C++ form (Structs, Tools and Support). However, the organization will
be slightly different, particularly in the Support domain. This is because
Ada 95 provides several special forms of memory management that are quite
different from C++.
The Structs category provides an array of structural abstractions (Bags,
Collections, Deques, Graphs, Lists, Maps, Queues, Rings, Sets, Stacks, and
Trees). The Tools category provides algorithmic abstractions (Searching,
Sorting, etc.). The Support category contains all the "concrete" forms, plus
structures to create the components.
Some of the structures permit structural sharing (graphs, lists, and trees).
Some structures may also be ordered (collections, dequeues, and queues). There
are also multiple forms for some structures: single and double linked lists,
directed and undirected graphs, and binary, multiway, and AVL trees.
WWW: http://www.adapower.net/booch/
- David Holm
david@realityrift.com