كتاب · Relativity
صفحة 172 من 212
المؤلف: Albert Einstein
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Thus if the spherical surface beings are living on a planet of
which the solar system occupies only a negligibly small part of
the spherical universe, they have no means of determining whether
they are living in a finite or in an infinite universe, because
the "piece of universe" to which they have access is in both
cases practically plane, or Euclidean. It follows directly from
this discussion, that for our sphere-beings the circumference of
a circle first increases with the radius until the "circumference
of the universe" is reached, and that it thenceforward gradually
decreases to zero for still further increasing values of the
radius. During this process the area of the circle continues to
increase more and more, until finally it becomes equal to the
total area of the whole "world-sphere."
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