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            課程目錄:Statistical Thinking for Decision Makers培訓
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                    Statistical Thinking for Decision Makers培訓

             

             

             

            What statistics can offer to Decision Makers
            Descriptive Statistics
            Basic statistics - which of the statistics (e.g. median, average, percentiles etc...) are more relevant to different distributions
            Graphs - significance of getting it right (e.g. how the way the graph is created reflects the decision)
            Variable types - what variables are easier to deal with
            Ceteris paribus, things are always in motion
            Third variable problem - how to find the real influencer
            Inferential Statistics
            Probability value - what is the meaning of P-value
            Repeated experiment - how to interpret repeated experiment results
            Data collection - you can minimize bias, but not get rid of it
            Understanding confidence level
            Statistical Thinking
            Decision making with limited information
            how to check how much information is enough
            prioritizing goals based on probability and potential return (benefit/cost ratio ration, decision trees)
            How errors add up
            Butterfly effect
            Black swans
            What is Schr?dinger's cat and what is Newton's Apple in business
            Cassandra Problem - how to measure a forecast if the course of action has changed
            Google Flu trends - how it went wrong
            How decisions make forecast outdated
            Forecasting - methods and practicality
            ARIMA
            Why naive forecasts are usually more responsive
            How far a forecast should look into the past?
            Why more data can mean worse forecast?
            Statistical Methods useful for Decision Makers
            Describing Bivariate Data
            Univariate data and bivariate data
            Probability
            why things differ each time we measure them?
            Normal Distributions and normally distributed errors
            Estimation
            Independent sources of information and degrees of freedom
            Logic of Hypothesis Testing
            What can be proven, and why it is always the opposite what we want (Falsification)
            Interpreting the results of Hypothesis Testing
            Testing Means
            Power
            How to determine a good (and cheap) sample size
            False positive and false negative and why it is always a trade-off

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