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sub-interval
has definitions from the field of mathematics
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[ noun ] (mathematics) an interval that is included in another interval
Used in print (R. P. Jerrard, "Inscribed squares in plane curves"...)Then every component of the graph of f must be defined over a bounded sub-interval . Suppose **f is defined in the sub-interval **f . The remaining ( incomplete ) components all have an even number of ordinary points at any argument , and are defined only on a proper sub-interval of [ 0 , T ] . Related terms |
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