Darwin's familiar 'Forms Most Beautiful' are just a tiny region of an astronomically large space of possible beings.

Entities in the same semantic neighborhood but without a typed relation to this one — candidates for new edges or unrecognized duplicates.

• "We stand at the entry point to a great transition, in which all of Darwin's familiar 'Forms Most Beautiful' are just a tiny region of an astronomically large space of possible beings."concept0.903
• It is, indeed, this pattern of the middle-sized entities, which most strongly gives overall geometric order to the building. Without it, a building is very unlikely to be beautiful.claim0.788
  Identifies the pattern of middle-range entities as the primary source of overall geometric order and beauty
• The morphology of a living world will, in the end, be that which can only be created by grace, radiant and comfortable, and beautifully ordinary.claim0.784
• Good shape arises in many natural systems such as leaves, bones, and Chladni patterns, where a strong center is intensified by minor centers.claim0.777
• The beautiful balance of endless repetition and endless variation, typical in almost all of nature, and typical of the greatest of the ancient artefacts, may be coming within our grasp once again.quote0.774
  Expresses the aspiration of the new production method to recover a natural quality of order.
• The deep nature of space appears to be so profound that just the geometric unfolding, when done properly, leads to results which make sense from an engineering point of view.claim0.772
  The mystery that beautiful geometry often yields good structural behavior is acknowledged but not yet fully explained mathematically.
• The degree of life is not merely a distinction between beautiful and ugly things but is detectable in every corner of the world.claim0.772
  Broadens the scope of life from aesthetics to a fundamental property.
• A flower is one of the most perfect fields of centers that occur in nature, which explains why flowers are universally experienced as beautifulclaim0.771
  Explains universal aesthetic response to flowers via field-of-centers theory