Construct · 1 fields · 1 citations
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In mathematics, ordinary refers to An ordinary point of a differential equation: one where the coefficient functions are analytic (contrasted with a singular point). This meaning comes from Boyce (1969) in Elementary differential equations and boundary value problems. Here ordinary is not an ordinary: one of the basic geometric charges (fess, pale, bend, chevron, chief, etc.) on a shield.[1]
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