Giant brains; or, Machines that thinkBerkeley, Edmund Callis
Science
Giant brains; or, Machines that think
Berkeley, Edmund Callis
Computers -- Popular works
By reliability we mean the extent to which the results produced by the
machine can be relied on to be right. The machine contains no built-in
device for making its operations reliable. So, if we wish to check a
multiplication, for example, we can do the multiplication a second
time, interchanging the multiplier and the multiplicand. But if, say,
digit 16 of the product were not transferring correctly, we would get
the same wrong result both ways and we would not have a sufficient
check. Thus, when we set up a problem for the machine to do, one of the
big tasks we have is checking. We have to work out ways of making sure
that the result, when we get it, is right and ways of instructing the
machine to make the tests we want. This is not a new task. Whenever
you or I set out to solve a problem, we have to make sure—usually by
doing the problem twice, and preferably by doing it a different way the
second time—that our answer, when we get it, is correct. One of the
chief tasks for the mathematician, in making a sequence-control tape
for the machine, is to put into it sufficient checks to make sure that
the results are correct.
We can use a number of different kinds of partial checks: the check
counter; _differences_, and _smoothness_ (see Supplement 2); watching
the results printed on typewriter 1; mathematical checks; comparison
with known specific values; etc.
In actual experience on the machine, human failures, such as failure
to state the problem exactly or failure to put it on the machine
correctly, have given about as much trouble as mechanical failures. The
machine operates without mechanical failure about 90 to 95 per cent
of the time. The balance of the time the machine is idle while being
serviced or repaired. The machine is serviced by mechanics trained and
supervised at Harvard.
Often when we change the machine from one problem to another problem,
we find some kind of trouble. Consequently, we need to work out in
detail the first part of any calculation placed on the machine. We
then compare the results step by step with the results produced by the
machine. Any mathematician working with the machine needs considerable
training in order to diagnose trouble quickly and guide the maintenance
men to the place where repair or replacement is needed. Once you find
the trouble, you can fix it easily. Without disturbing the soldered
connections, you can easily pull out from its socket a relay that is
misbehaving and plug in a new relay. With a screwdriver you can change
a counter position—detach it from its socket and replace it by another
one that is working correctly.
Public-domain text, read in full here on John Shaqi.
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