Red Queen's race
For the short story by Isaac Asimov, see The Red Queen's Race.
The Red Queen's race is an incident that appears in Lewis Carroll's Through the Looking-Glass and involves the Red Queen, a representation of a Queen in chess, and Alice constantly running but remaining in the same spot.
"Well, in our country," said Alice, still panting a little, "you'd generally get to somewhere else—if you run very fast for a long time, as we've been doing."
"A slow sort of country!" said the Queen. "Now, here, you see, it takes all the running you can do, to keep in the same place. If you want to get somewhere else, you must run at least twice as fast as that!" [1]
The Red Queen's race is often used to illustrate similar situations:
- Isaac Asimov used it in his short story "The Red Queen's Race" to illustrate the concept of predestination paradox.
- Vernor Vinge uses it in his novel Rainbows End to illustrate the struggle between encouraging technological advancement and protecting the world from new weapons technologies.
- As an illustration of the relativistic effect that nothing can ever reach the speed of light, or the invariant speed; in particular, with respect to relativistic effect on light from galaxies near the edge of the expanding observable universe,[2] or at the event horizon of a black hole.[3]
- In evolutionary biology, to illustrate that sexual reproduction and the resulting genetic recombination may be just enough to allow individuals of a certain species to adapt to changes in their environment—see Red Queen hypothesis.
- In environmental sociology, to illustrate Allan Schnaiberg's concept of the Treadmill of Production where actors are perpetually driven to accumulate capital and expand the market in an effort to maintain relative economic and social position.
References
- ↑ Carroll, Lewis: Through the Looking-Glass and What Alice Found There, Chapter 2
- ↑ EG: Understanding relativity: a simplified approach to Einstein's theories, by Leo Sartori; ISBN 0-520-20029-2
- ↑ EG: Analog essays on science, edited by Stanley Schmidt; ISBN 0-471-50839-X
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