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ideal point

   Also found in: Wikipedia 0.02 sec.
ideal point [ī′dēl ′pȯint]
(mathematics)
In projective geometry, all lines parallel to a given line are hypothesized to meet at a point at infinity, called an ideal point. Also known as point at infinity.


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Perhaps in time what we learn will lead us beyond obsession and closer to that ideal point of reflection.
Then there was Barricade Blocking the Position for an Ideal Point of View, 2004, which did exactly what the title claims.
For example each player "B" will be assigned an identical ideal point and be matched in a game against randomly selected, players of the other types, "A, C, D, and E" However as we later explain in more detail, the earnings of the player will be compared with those of the same player type, and not against those with whom he is negotiating.
 
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