regular+recurrence
51malarial periodicity — the more or less regular recurrence of paroxysms at intervals of one, two, or three days in malaria; see under malaria …
52circadian rhythm — the regular recurrence in cycles of approximately 24 hours from one point to another, such as with certain biological activities that recur regardless of long periods of darkness or other changes in environmental conditions …
53infradian rhythm — the regular recurrence in cycles of more than 24 hours from one stated point to another, such as certain biologic activities that occur at such intervals, regardless of conditions of illumination …
54ultradian rhythm — the regular recurrence in cycles of less than 24 hours from one stated point to another, such as certain biologic activities that occur at such intervals, regardless of conditions of illumination …
55Neter — Early Egyptian name for God. Brugsch defined it as being ‘the active power which produces and creates things in regular recurrence; which bestows new life upon them and gives back to them their youthful vigour’. This idea was later supplanted… …
56rhyme — [rīm] n. [ME rime < OFr < rimer, to rhyme, prob. < Frank * rim, row, series, akin to OE, OHG rim, series, number < IE * rei (> OIr rim, number) < base * are , to join, fit (> ART1, RATIO, RITE): form infl. by assoc. with L… …
57cardiac rhythm — noun the rhythm of a beating heart • Syn: ↑heart rhythm • Hypernyms: ↑rhythm, ↑regular recurrence • Hyponyms: ↑atrioventricular nodal rhythm, ↑nodal rhythm …
58heart rhythm — noun the rhythm of a beating heart • Syn: ↑cardiac rhythm • Hypernyms: ↑rhythm, ↑regular recurrence • Hyponyms: ↑atrioventricular nodal rhythm, ↑nodal rhythm …
59Nietzsche, Friedrich Wilhelm — Nietzsche Robin Small LIFE AND PERSONALITY Friedrich Wilhelm Nietzsche (1844–1900) is one of those thinkers whose personalities cannot easily be separated from their achievements in philosophy. This is not because his life was an unusually… …
60Frobenius solution to the hypergeometric equation — In the following we solve the second order differential equation called the hypergeometric differential equation using Frobenius method, named after Ferdinand Georg Frobenius. This is a method that uses the series solution for a differential… …
