| poise |
The unit of viscosity in the centimeter-gram-second system, one gm cm -1 s -1 , named in honor of Poiseuille.
출처: amsglossary.allenpress.com/glossary/browse
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|---|---|
| Poisson distribution |
A one-parameter, discrete frequency distribution giving the probability that n points (or events) will be (or occur) in an interval (or time) x, provided that these points are individually independent and that the number occurring in a subinterval does not influence the number occurring in any other nonoverlapping subinterval. It has the form P(n, x) = e - x ( x) n /n!. The mean and variance are both x, and is the average density (or rate) with which the events occur. ...
출처: amsglossary.allenpress.com/glossary/browse
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| Poisson distribution |
A mathematical expression giving the probability of observing various numbers of a particular event in a sample when the mean probability of that event on any one trial is very small.
출처: helios.bto.ed.ac.uk/bto/glossary/p.htm
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| poise |
The unit of measurement for viscosity.
출처: xenon.che.ilstu.edu/genchemhelphomepage/glossary/p...
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| poison |
A substance, which upon contact or being introduced into an organism, impairs or prevents normal metabolic processes from taking place, thus altering the normal functioning of organs or tissues.
출처: www.deh.gov.au/settlements/industry/finance/glossa...
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| POIS | someone who kills with poison |
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| POIS | killing by the administration of poison |
| POIS | the physiological state produced by a poison or other toxic substance |
| POIS | marked by deep ill will |
| POIS | not safe to eat |
| POIS | having the qualities or effects of a poison |
| POIS | poisonous perennial Old World vine having violet flowers and oval coral-red berries |
| POIS | an agaric regarded as poisonous |
| POIS | a plant that when touched or ingested in sufficient quantity can be harmful or fatal to an organism |
| POIS | any substance that causes injury or illness or death of a living organism |
| POIS | in a very malevolent manner |
| POIS | a theoretical distribution that is a good approximation to the binomial distribution when the probability is small and the number of trials is large |