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$S$ is the complement of the [Minkowski sum][1]Minkowski sum${}^*$ of a connected body and the sphere of radius $r$.


${}^*$ Provided the Minkowski sum doesn't self-intersect. [1]: http://en.wikipedia.org/wiki/Minkowski_sum

$S$ is the complement of the [Minkowski sum][1]${}^*$ of a connected body and the sphere of radius $r$.


${}^*$ Provided the Minkowski sum doesn't self-intersect. [1]: http://en.wikipedia.org/wiki/Minkowski_sum

$S$ is the complement of the Minkowski sum${}^*$ of a connected body and the sphere of radius $r$.


${}^*$ Provided the Minkowski sum doesn't self-intersect.

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Cristi Stoica
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$S$ is the complement of the Minkowski sum[Minkowski sum][1]${}^*$ of a connected body and the sphere of radius $r$.


${}^*$ Provided the Minkowski sum doesn't self-intersect. [1]: http://en.wikipedia.org/wiki/Minkowski_sum

$S$ is the complement of the Minkowski sum of a connected body and the sphere of radius $r$.

$S$ is the complement of the [Minkowski sum][1]${}^*$ of a connected body and the sphere of radius $r$.


${}^*$ Provided the Minkowski sum doesn't self-intersect. [1]: http://en.wikipedia.org/wiki/Minkowski_sum

Source Link
Cristi Stoica
  • 4.3k
  • 4
  • 40
  • 57

$S$ is the complement of the Minkowski sum of a connected body and the sphere of radius $r$.