Giant brains; or, Machines that think — John Shaqi
Giant brains; or, Machines that thinkBerkeley, Edmund Callis
Science
Giant brains; or, Machines that think
Berkeley, Edmund Callis
Computers -- Popular works
We need to examine several of the new mechanical brains: Massachusetts
Institute of Technology’s differential analyzer, Harvard’s IBM
automatic sequence-controlled calculator, Moore School’s ENIAC
(Electronic Numerical Integrator and Calculator), and Bell Laboratories’
general-purpose relay calculator. These are described in the sequence in
which they were finished between the years 1942 and 1946.
We also have to go on some excursions—for instance, the nature of
language and of symbols, the meaning of thinking, the human brain and
nervous system, the future design of machinery that can think, and a
little algebra and logic. I have also sought to discuss the relations
between machines that think and human society—what we can foresee as
likely to happen or be needed as a result of the remarkable invention
of machines that can think.
READING THIS BOOK
This book is intended for everyone. I have sought to put it together in
such a way that any reader can select from it what he wants.
Perhaps at first reading you want only the main thread of the story.
Then read only what seems interesting, and skip whatever seems
uninteresting. The subheadings should help to tell you what to read and
what to skip. Nearly all the chapters can be read with little reference
to what goes before, although some reference to the supplements in the
back may at times be useful.
Perhaps your memory of physics is dim, like mine. The little knowledge
of physics needed is explained here and there throughout the book, and
the index should tell where to find any explanation you may want.
Perhaps it is a long time since you did any algebra. Then Supplement
2 on mathematics may hold something of use to you. Two sections (one
in Chapter 5 and one in Chapter 6) labeled as containing some rather
mathematical details may be skipped with no great loss.
Perhaps you are unacquainted with logic that uses symbols—the branch of
logic called mathematical logic. In fact, very few people are familiar
with it. No discussion in the book hinges on understanding this
subject, except for Chapter 9 where a machine that calculates logical
truth is described. In all other chapters you may freely skip all
references to mathematical logic. But, if you are curious about the
subject and how it can be usefully applied in the field of mechanical
brains, then begin with the introduction to the subject in Chapter 9,
and note the suggestions in the section entitled “Algebra of Logic” in
Supplement 2.
In any case, glance at the table of contents, the chapter headings and
subheadings, and the supplements at the back. These should give an idea
of how the book is put together and how you may select what may be
interesting to you.
Public-domain text, read in full here on John Shaqi.
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