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recurrent$67780$ - Übersetzung nach griechisch
A POINT WHICH COMES BACK CLOSELY TO ITS STARTING POINT
Recurrent set
recurrent
adj. επανερχόμενος, διαλείπων, επαναλαμβανόμενος
mouth ulcer
![An [[aphthous ulcer]] on the [[labial mucosa]] (note [[erythematous]] "halo" surrounding lesion)](https://commons.wikimedia.org/wiki/Special:FilePath/Mouth sore.JPG?width=200 "An [[aphthous ulcer]] on the [[labial mucosa]] (note [[erythematous]] \"halo\" surrounding lesion)")
![A small ulcer on the [[frenum]] on the lower inside lip](https://commons.wikimedia.org/wiki/Special:FilePath/Oral ulcer.jpg?width=200 "A small ulcer on the [[frenum]] on the lower inside lip")
![T4 N2 M0]], stage 4). Note rolled margins of central ulcer and surrounding areas of [[premalignant]] change. The patient died two months after subsequent partial [[glossectomy]] (removal of part of the tongue)](https://commons.wikimedia.org/wiki/Special:FilePath/PLoS oral cancer.png?width=200 "T4 N2 M0]], stage 4). Note rolled margins of central ulcer and surrounding areas of [[premalignant]] change. The patient died two months after subsequent partial [[glossectomy]] (removal of part of the tongue)")
![A "crop" of trauma-induced ulcers on the [[labial mucosa]]](https://commons.wikimedia.org/wiki/Special:FilePath/Trauma of the lower mouth lining.png?width=200 "A \"crop\" of trauma-induced ulcers on the [[labial mucosa]]")
ULCER THAT OCCURS ON THE MUCOUS MEMBRANE OF THE ORAL CAVITY
Mouth ulcers; Mouth sore; Cancer sore; Mouth sores; Oral ulcer; Recurrent aphthae; Recurrent (RAS) aphthous stomatitis; Minor aphthae (oral aphthosis); Herpetiform (oral aphthosis) aphthous ulcers; Major (oral aphthosis) aphthous ulcers; Singaw; Oral ulceration; Mucocutaneous ulcers; Mucocutaneous ulcer
άφθα
Definition
difference equation
<mathematics> A relation between consecutive elements of a
sequence. The first difference is
D u(n) = u(n+1) - u(n)
where u(n) is the nth element of sequence u. The second
difference is
D2 u(n) = D (D u(n))
= (u(n+2) - u(n+1)) - (u(n+1) - u(n))
= u(n+2) - 2u(n+1) + u(n)
And so on. A recurrence relation such as
u(n+2) + a u(n+1) + b u(n) = 0
can be converted to a difference equation (in this case, a
second order linear difference equation):
D2 u(n) + p D u(n) + q u(n) = 0
and vice versa. a, b, p, q are constants.
(1995-02-10)
Wikipedia
Recurrent point
In mathematics, a recurrent point for a function f is a point that is in its own limit set by f. Any neighborhood containing the recurrent point will also contain (a countable number of) iterates of it as well.
