The essential variables E are given, and also given is the set of



states η in which they must be maintained if the organism is to

Survive (or the industrial plant to run satisfactorily). These two

Must be given before all else. Before any regulation can be under-

Taken or even discussed, we must know what is important and

What is wanted. Any particular species has its requirements

Given— the cat must keep itself dry, the fish must keep itself wet.

A servo-mechanism has its aim given by other considerations—

One must keep an incubating room hot, another must keep a refrig-

Erating room cold. Throughout this book it is assumed that outside

Considerations have already determined what is to be the goal, i.e.

what are the acceptable states η. Our concern, within the book, is

Solely with the problem of how to achieve the goal in spite of dis-

Turbances and difficulties.

The disturbances D threaten to drive E outside the set η. If D

Acts through some dynamic system (an environment) T, then the

Diagram of immediate effects is initially

D → T → E

The organism (or whoever is interested in E), however, has some

Power of forming another dynamic system R (e.g. a brain or a ser-

Vomechanism) which can be coupled to T and which, if properly

Made, will form with T a whole, F, so that the diagram of immediate

Effects becomes

D → F → E

219

A N I N T R O D UC T I O N T O C Y B E R NE T I C S

TH E ERR O R- CO N TR O LLED REG U LA TO R

And such that F blocks the flow of variety from D to E, so that E

stays within η.

T is usually given. It is the environment which the organism is

Facing together with those parts of the organism that have to be

Taken as given in the regulation. It cannot just be abolished, but

Can usually be manipulated. The problem of regulation is then, in

General:

Given E, η, T, and D, to form the mechanism R so that R and

T, coupled, act to keep E within η.

From now to the end of the book we shall be studying how var-

ious types of data (E, η, T, and D) can specify the form of

Machine with input (R) that will give regulation. We want to

Deduce the form of R.

Were the situation always as simple as it was in Table 11/3/1,

The subject would soon be exhausted. As it is, many deviations

From that form are possible, so we shall proceed to examine vari-

Ous deviations, as they put various difficulties in the way of the

Design or specification of the regulator R.

We can now assume, in discussing some particular regulation,

That full use has been made of the possibilities of redefining (S.11/

So that the formulation is either like that of S.11/3, which gave

Perfect regulation and control, or like those in S.11/4, in which

Such perfection was impossible. The remainder of the book will

Be concerned essentially with those cases in which perfect regula-

Tion is not possible but in which we wish the regulation to be as

Good as is possible in the conditions given.

Sensory and motor restriction. A simple introduction to the

Real difficulties is that given when R’s capacity, as a channel for

Transmitting variety or information from D to T, becomes insuffi-

Cient, according to the law of Requisite Variety, to reduce the vari-

ety in E to that in η. When this happens, the regulation is necessarily

Imperfect.

Examples of the phenomenon are myriad. First are all the cases

Of sensory restriction, of deafness, of the driver who cannot see

Clearly through a rain-obscured windscreen. There are the organ-

Isms that cannot see ultra-violet light, and the tabetic who cannot

Feel where his feet are. These are restrictions in the channel from

D to R.

Then there are the restrictions in the channel from R to T, those

On the effector side of R. There is the man who has lost an arm,

The insect that cannot fly, the salivary gland that cannot secrete,

And the rudder that is stuck.

220

A similar restriction of R’s capacity may occur in those cases

Where R’s effect on T is vectorial, i.e. effected through more than

One channel or component to T, and some diminution has

Occurred in the number of T’s parameters accessible to R. (Com-

Pare S.7/12.) Thus a failure at one of the controls on the dashboard

May impair the driver’s ability to keep the car running well.

The case when R cannot receive full information about T’s ini-


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