2.  Contrary to the beliefs of early workers in AI, experience has shown that Intelligent Systems cannot achieve anything useful unless they contain a large amount of real-world - probably domain-specific - knowledge.  Humans almost always tackle difficult real- world problems by using their resources of knowledge - "experience", "training" etc.

3.  Production rules  Formal logic, and languages based on it (e.g. PROLOG)  Structured objects:  Semantic nets (or networks)  Frames, and object-orientated programming, which was derived from frames  Other similar objects, such as Scripts

4.  Structured objects are:  knowledge representation formalisms whose components are essentially similar to the nodes and arcs found in graphs.  in contrast to production rules and formal logic.  an attempt to incorporate certain desirable features of human memory organisation into knowledge representations.

5.  The entities with which we reason can be grouped into categories.  Categories may be divided into sub-categories.  The hierarchical structure of these categories is called taxonomy.  Taxonomic knowledge can be represented by first-order logic, or more conveniently by semantic nets.

6.  Devised by Quillian in 1968, as a model of human memory.  The technique offered the possibility that computers might be made to use words in something like the way humans did, following the failure of early machine-translators.  Organisation of semantic nets.

8.  knowledge is represented as a collection of concepts, represented by nodes (shown as boxes in the diagram), connected together by relationships, represented by arcs (shown as arrows in the diagram).

9.  certain arcs - particularly isa arcs - allow inheritance of properties.  This permits the system to "know" that a Ford Escort has four wheels because it is a type of car, and cars have four wheels.

10.  inheritance provides cognitive economy, but there is a storage-space / processing-time trade-off.  This means that, if you adopt this technique, you will use less storage space than if you don't, but your system will take longer to find the answers to questions.

11.  a semantic net should make a distinction between types and tokens. This is why the diagram above uses “instance_of” arcs as well as “isa” arcs.  Individual instances of objects have a token node.  Categories of objects have a type node.  There is always at least one type node above a token node. The information needed to define an item is (normally) found attached to the type nodes above it.

12.  So far, this is just a diagram - not a knowledge base. But it can be converted into a knowledge base.

13. 13 is_a(sammy,goldfish). is_a(goldfish,freshwater_fish). … has(fish,fins). has(fish,scales). … Etc. Each arrow on the semantic net becomes a Prolog clause.

15. % defining operators. :- op(500, xfx, isa). :- op(500,xfx, instance_of). :- op(500,xfx, covered_by). :- op(500,xfx, travels_by). :- op(500,xfx, colour). :- op(500,xfx, travels). :- op(500,fx, is). :- op(600,xfx, a). :- op(600,xfx, an). :- op(700, xf, ?). :- op(500,fx, what). :- op(600, xfx, is).

16. :- op(650, xfx, what). :- op(650, xfx, how). ostrich isa bird. penguin isa bird. canary isa bird. robin isa bird. bird isa animal. fish isa animal. opus instance_of penguin. tweety instance_of canary. canary colour yellow.

17. robin colour red. tweety colour white. penguin travels_by walking. ostrich travels_by walking. bird travels_by flying. fish travels_by swimming. bird covered_by feathers. animal covered_by skin.

18. inherit(A isa C):- A isa C. inherit(A isa C):- A instance_of D, inherit(D isa C). inherit(A isa C):- A isa D, inherit(D isa C). is X a Y :- inherit(X isa Y). is X an Y:- inherit(X isa Y).

19. inherit(A colour C):- A colour C. inherit(A colour C):- (A instance_of D ; A isa D), inherit(D colour C). what_colour A :- inherit(A colour C), nl, write(A), write(' is '), write(C).

20. inherit(A covered_by C):- A covered_by C. inherit(A covered_by C):- (A instance_of D ; A isa D), inherit(D covered_by C). A covers:- inherit(A covered_by C), nl, write(A), write(' is covered by '), write(C).

21.  This is a program, written in Prolog, which contains all the knowledge represented in the diagram above, together with a mechanism for finding information by inheritance, and a rudimentary natural language interface.

22.  It can answer questions like is tweety an animal ? (it answers “yes”) what colour is tweety ? (it answers “white”) opus is covered_by what ? ( it answers “feathers”) and so on.

23.  It could have been written in C++ or Java (although it would have been much harder), or any other present-day high-level language.

24.  Problems with semantic nets  logical inadequacy - vagueness about what types and tokens really mean.  heuristic inadequacy – finding a specific piece of information could be chronically inefficient.  trying to establish negation is likely to lead to a combinatorial explosion.  "spreading activation" search is very inefficient, because it is not knowledge-guided.

25.  Attempted improvements  building search heuristics into the network.  more sophisticated logical structure, involving partitioning.  these improvements meant that the formalism’s original simplicity was lost.

26.  Developments of the semantic nets idea:  psychological research into whether human memory really was organised in this way.  used in the knowledge bases in certain expert systems.  special-purpose languages have been written to express knowledge in semantic nets.

27. 27 The frame system mimics the human style of knowledge organisation by creating a structure consisting of slots that are filled with specific instances of data. For example we could organise the information about a wooden table as follows: In some cases a slot may hold a default value which will be assumed unless an alternative value is specified. In the Table frame, the default value for the number of legs is 4, but this could be changed (for example a larger table might have 6 legs)

28. 28 The values stored in slots are often pointers to other frames Frames allow facts to be retrieved directly Frames may be linked to form a hierarchy that allows properties to be inherited

29. 29 As Nellie is an instance of elephant, she inherits the properties of elephants, so we can also say that Nellie is large and grey. Elephants, in turn, are a subclass of mammals, so we can say that Nellie has a head, and is an animal, by a process of multiple inheritance. We could represent the same knowledge in the form of frames, as above: (note: these 3 frames represent only parts of the semantic net) Terminology: Subclass and has-part are called slots. Animal and head are the slot values.