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  • Which is discussed by Stefan Rolewicz in " Metric Linear Spaces ".
  • The table below shows all possible nontrivial linear spaces of five points.
  • Here, the original observations are effectively mapped into a higher dimensional non-linear space.
  • Tangent spaces to an n-dimensional smooth manifold are n-dimensional linear spaces.
  • Every smooth manifold can be embedded into a finite-dimensional linear space.
  • Consider the linear space of functions H given by linear combinations of the form
  • Linked structures incur an additional linear space overhead for pointers.
  • This linear space generates an algebra and its unit pseudoscalar characterizes the vector manifold.
  • The space of affine functions is a linear space.
  • Merging two sorted lists into one can be done in linear time and linear space.
  • They are non-degenerate linear spaces satisfying Playfair's axiom.
  • Linear classification in this non-linear space is then equivalent to non-linear classification in the original space.
  • The concept of a non-Archimedean normed linear space was introduced by A . F . Monna.
  • Linear spaces become circulation spaces : the closer the visual contact the greater the social contact.
  • The difference in scales relates to the inverse square law of fields in three-dimensional linear space.
  • In collaboration with B . S . Mityagin he worked on quasi-invariant measures on topological linear spaces.
  • It is possible for a compositing artist to compensate for the effects of compositing in non-linear space.
  • "Most kitchens don't have enough linear space,"
  • It is also possible to use similar ideas to sort integers deterministically in time and linear space.
  • The most important area in the concourse level is where the two linear spaces mentioned so far intersect.
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