"Mirror Image."
By Isaac Asimov (1920-92).
Illustrations by Leo Summers (1925-85; HERE).
First appearance: Analog, May 1972.
Reprints page (HERE).
Short story (15 pages).
Online at The Luminist Archives (HERE).
"A game of intellectual chicken."
The Laws of Robotics (1940):
First Law:
A robot my not injure a human being, or, through inaction, allow a human being to come to harm.
Second Law:
A robot must obey orders given it by human beings, except where such orders would conflict with the First Law.
Third Law:
A robot must protect its own existence as long as such protection does not conflict with the First or Second Law.
Being a detective, Lije Baley often has to search for the truth under difficult circumstances; but he comes up against a really tough conundrum when what's at stake are professional reputations keyed to maintaining cordial interplanetary relations . . . .
Principal characters:
~ Elijah (Lije) Baley:
"I'm sorry, R. Daneel, but I see no reason for your having involved me."
~ R. Daneel Olivaw:
"Consider, friend Elijah, that if you succeed in solving this puzzle, it would do your career good and Earth itself might benefit."
~ Alfred Barr Humboldt:
". . . is one of the top three mathematicians, by long-established repute, in the galaxy."
~ Gennao Sabbat:
". . . has already established himself as the most remarkable new talent in the most abstruse branches of mathematics."
~ R. Preston:
"Such cases must be decided on their individual merit, sir. There is no way of establishing a general rule."
~ R. Idda:
"Such cases must be decided on their individual merit, sir. There is no way of establishing a general rule."
References and resources:
- Our two main characters in today's story have their own Wikipedia pages (HERE) and (HERE). Our author's involvement with robofiction is discussed (HERE).
- "Mirror Image" is dealt with at TV Tropes (WARNING! SPOILERS! HERE) and at lesser length on the Math Fiction site (HERE).
- Another case involving prevaricating automata is Robert Leslie Bellem's "Robots Can't Lie" (HERE).
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