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John Pryce schrieb:
On 6 Aug 2009, at 00:00, Vincent Lefevre wrote:On 2009-07-29 10:00:45 +0200, Arnold Neumaier wrote:Jürgen Wolff v Gudenberg schrieb:
Page 6, 3.5.5: "Examples of interval mappings that are not interval functions are the hull and intersection operations." Why not the hull operation? Isn't it the sharp interval extension of the identity function?I meant the binary version, hull(aa,bb) = hull of (aa union bb). I will clarify.
hull(aa) is not defined anywhere; it would make sense only in the context of a hull with arbitrarily many arguments.
Page 6, 3.6.1: "An *abstract floating point format* (*af-format*) F is a finite subset of R* containing −∞ and +∞." I would have called it an "abstract discrete format". In particular, it can correspond to a fixed-point format.Ah yes. It can indeed correspond to a fixed-point format, so the word "floating" in the name is misleading. But your "discrete" is not the right term to contrast with "interval". Whether point or interval, each set of level 2 datums is finite, so discrete. I think- "floating point" should just be changed to "point" here. - So af-format, cf-format should become ap-format, cp-format throughout. Arnold, you helped harden up this part of the text. Any comments?
''Abstract number format'' sounds best to me. Arnold Neumaier