# Historical development of hypothesis in mathematics,

The features and relationships of reasoning, proving and understanding proof in number patterns. The nature of science in international science education standards. In plane elliptic geometry there are no parallels to a given line through a given point; it may be viewed as the geometry of a spherical surface on which antipodal points have been identified and all lines are great circles. Two questions about the axiomatic method were left unanswered by the ancients: are all mathematical truths axioms or theorems this is referred to as completenessand can it be determined mechanically whether a given statement is a theorem this is called decidability? At several places these are really essential, certainly in the later parts, if you do want to get to the mathematics. We denote its radius historical development of hypothesis in mathematics.## Hypothesis -- from Wolfram MathWorld

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## Connecting Science and Mathematics: The Nature of Scientific and Statistical Hypothesis Testing

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## Ancient Greece to the Enlightenment

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## P Value and the Theory of Hypothesis Testing: An Explanation for New Researchers

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