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disease
▪ I. disease, n. (dɪˈziːz) Forms: 4 deses, deisese, disseease, dishese, 4–5 disese, -sese, desese, dysese, 5 disess, -cese, -ees(e, -seese, -easse, desesse, -eas, -eyce, dyses, -esse, -hese, -sese, -ase, -easse, -eze, -zese, -eysse, 5–6 dysease, -sease, Sc. diseis, 6 desease, disseyse, dysseasse, Sc...
Oxford English Dictionary
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disease
disease/dɪˈzi:z; dɪ`ziz/ n[C, U](case of) illness of the body, of the mind or of plants, caused by infection or internal disorder 疾病; 病患; （植物的）病害 a serious, infectious, incurable disease 重病、 传染性疾病、 不治之症 a disease of the nervous system 神经系统的疾病 prevent/spread disease 预防[传播]疾病.
牛津英汉双解词典
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Probability Situation > A well known medical research organization conducted a study on a certain brand of test strips to see if a person has a certain disease. They found that $32\%$ of the people using the test stri...
Suppose $10,000$ people are tested (to avoid decimals)
Of these, $32\%$ or $3200$ have the disease, of which $97\%$ or $3104$ test positive
$6800$ don't have the disease, of which $12\%$ or $816$ test positive
Thus P(have the disease | test positive) $= \dfrac{3104}{3104+816}$
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A confusion regarding a conditional-probability problem Here goes the problem: Suppose there is a disease that infects one in ten thousand people. Suppose a test procedure determines whether you have the disease with...
It doesn't make you to have the disease. However, if the test accuracy is high and it diagnoses that you have the disease, then the probability that you have the disease is high.
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Probability of A give B > A rare disease affects 1 in 10,000 individuals in the population. A blood test for the disease is positive for 95% of people with the disease. However, 0.4% of people without the disease will...
sick): $\displaystyle P(A|B) = \frac{(P(B|A)*P(A)}{P(B|A)*P(A)+P(B|A^c)*P(A^c)}$ Note that the question is what the probablity that a person has the disease So A would be person having the disease, and B would be testing positive.
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STATS 213 - Disease Probability In a certain population of people, $16\%$ will contract Disease $A$ at some point in their lifetime, $19\%$ will contract Disease $B$ at some point in their lifetime, and $71\%$ will no...
**HINT** According to these informations, $\textbf{P}(A) = 0.16$, $\textbf{P}(B) = 0.19$ and $\textbf{P}(A^{c}\cap B^{c}) = 1 - \textbf{P}(A\cup B)$, where $\textbf{P}(A\cup B) = \textbf{P}(A) + \textbf{P}(B) - \textbf{P}(A\cap B)$. Thus (b) The answer is $\textbf{P}(A\cup B)$, which can be easily c...
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kuru disease - What is Kuru Disease? The disease is ... - Course Hero
What is Kuru Disease? The disease is spread by eating brain tissue or coming into contact with open wounds/sores of an infected person. The disease primarily hit adult women and children younger than 8 years old.
www.coursehero.com
Probability - Testing for diseases I am just learning probability in my Discrete Structures class and am very lost. This is the example given in the book and I have no idea how to solve this problem. **Problem:** Su...
In particular, let A be having the disease and B be testing positive.
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disease of esophagus in Chinese - disease of esophagus meaning in ...
disease of esophagus in Chinese : 《英汉医学词典》Disease of esophagus …. click for more detailed Chinese translation, meaning, pronunciation and example sentences.
eng.ichacha.net
「僵尸鹿」侵袭北美，这种病（Chronic Wasting Disease）有哪些可能原因和危害？
根据美国疾控中心报道（Occurrence | Chronic Wasting Disease (CWD) | Prion Disease | CDC），美国本土一月份有24大洲报道了僵尸鹿（下图）。 而疾控中心，仍然申明目前并未有人感染僵尸鹿。 参考资料： 【1】Chronic wasting disease 【2】Chronic Wasting Disease (CWD) 【3】http://www.tandfonline.com/doi/abs/10.1586/eri.11.177?journalCode=ierz20
zhihu
www.zhihu.com
在瑞士的日子 A Short Stay in Switzerland
one-off drama inspired by the true story of Dr Anne Turner, who in 2006 took her own life in a Zurich clinic having developed an incurable degenerative disease Having recently witnessed the death of her husband from a neurological disease, Anne Turner is diagnosed with a near-identical illness and determines to
豆瓣
movie.douban.com
What is the probability that the person actually has the disease? We are conducting a test on a rare disease. A positive result means that, according to the test, the subject is infected. The following characteristics...
Let + and - represent positive and negative tests; let D and N represent having the disease and not. Here is an outline to get you started.
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「僵尸鹿」侵袭北美，这种病（Chronic Wasting Disease）有哪些可能原因和危害？
“僵尸鹿”、“疯牛病”一类的动物Prion折叠疾病，食用病畜造成跨物种转染到人的概率微乎其微。 各种传染型Prion折叠疾病之中，人被传染的可能性最大的，还是人散发型克雅氏病（散发型CJD）病例处理不当造成的医源性传染。 目前国内的很多地方的情况是医疗机构对于CJD的诊断、医护人员和医学院研究机构的防护、涉神经组织手术器械的常规消毒 ，都做的不够，这才是真正需要担心的。 其实不论是CJD还是动物PrpSc病，最关键的还是早期诊断，启动相应的处理预案，同时也要防止不必要的恐慌。 早期诊断知识、疑似病例防护知识，在基层神经内科和高级别医院的非神经内科的科室的普及不够。事后无法补救，可能威胁医护人员...
zhihu
www.zhihu.com
What is the probability that this person really has the disease? A test for a certain disease has a probability $\frac{4}{5}$ of detecting the disease when it ispresent and a probability of $\frac{1}{10}$ of falsely \...
Let $D$ and $\neg D$ represent the events that the patient has and does not have the disease respectively, and let $T$ and $\neg T$ represent the event > $P(D \mid T)$
Unfortunately, all of our probabilities are in the form "test is (pos/neg) given patient (has/doesn't have) disease," which is "backwards
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Compute the probability that the person does not have the disease. Please Check my work A certain disease occurs in $36$ % of the population. A test for the disease is fairly accurate: it misclassifies people with the...
I'm not sure why you computed $P(\text{Positive | Disease})$. The question asks for $P(\text{No disease | Positive})$. We have
$$\begin{align*} P(\text{No disease | Positive}) &=\frac{P(\text{No disease } \cap \text{ Positive})}{P(\text{Positive})}\\\\\\\ &=\frac{0.64\
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