| PASM | periodic acid-silver methenamine |
|---|---|
| PAST | periodic acid-Schiff technique |
| PA-T-SP | periodic acid-thiocarbo-hydrazide-silver proteinate |
| PB | British pharmacopeia [Pharmacopoeia Britannica]; paraffin bath; Paul-Bunnell [antibody]; periodic br... |
| per | perineal; periodicity, periodic |
| periodic abstinence |
In case of a very regular woman, this may help you: day 01: menstruation ending (woman not fertile) day 02: (woman not fertile) day 03: (woman not fertile) day 04: (woman not fertile) day 05: (woman not fertile) day 06: (woman not fertile) day 07: (woman not fertile) day 08: sperm survives for 3 days inside woman but reports mention 7 (I continue with 3 days) day 09: sperm still alive for 2 days day 10: sperm still alive for 1 days day 11: sperm still alive? day 12: sperm still alive? ...
Ãâó: en.wikipedia.org/wiki/Periodic_abstinence
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| periodic limb movement disorder |
Periodic Limb Movement Disorder, also called nocturnal myoclonus is a sleep disorder where the patient moves involuntarily during sleep. It can range from a small amount in the ankles and toes to wild flailing of all four limbs. These movements, which are more common in the legs than arms, occur for between .5 and 10 seconds, with intervals in between of 5 to 90 seconds. ...
Ãâó: en.wikipedia.org/wiki/Periodic_limb_movement_disor...
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| periodic lateralized epileptiform discharge |
(PLED) a pattern of repetitive paroxysmal slow or sharp waves seen on an electroencephalogram from just one side of the brain.
Ãâó: www.merckmedicus.com/pp/us/hcp/thcp_dorlands_conte...
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| periodicity |
A state or condition characterized by regular repetition in time or space. See period.
Ãâó: amsglossary.allenpress.com/glossary/browse
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| periodic |
This type of orbit is shown by x 0 values that satisfy the equation x 0 = f n (x 0 ) where n is any positive integer. The lowest possible n for such an orbit is called the prime period of the orbit. If an orbit is prime period n, it can also be referred to as a period-n orbit. An example of a period-2 orbit can be seen with f(x) = x 2 - 1, using -1 as x 0 ; the orbit is {-1, 0, -1, 0, -1, 0, . . . }, alternating between -1 and 0.
Ãâó: library.thinkquest.org/2647/chaos/concepts.htm
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