Peter charles doherty 2006
This presentation is the property of its rightful owner.
Sponsored Links
1 / 55

贏得諾貝爾獎的第一步 (Peter Charles Doherty, 2006) PowerPoint PPT Presentation


  • 74 Views
  • Uploaded on
  • Presentation posted in: General

贏得諾貝爾獎的第一步 (Peter Charles Doherty, 2006). 試著解決最重要的問題,做出真正重大的發現 作事情要實際,要善於發揮自己的強項 對基本技巧要熟稔 和適當的人一起工作 要能寫出簡潔而清楚的論文 選擇對的研究領域 找到並培養自己真正有興趣的項目 對學問要聚焦,不可以一知半解 選擇符合自己個性和工作習慣的工作場所 尊重事實證據,並要能從不同角度看清眼前的事實 要跳出框架思考 要和旁人交換意見,不要只是一個人思考 絕對不可以造假 堅持到底,但要有面對失敗的心理準備 不要浪費時間 保重自己的身體.

Download Presentation

贏得諾貝爾獎的第一步 (Peter Charles Doherty, 2006)

An Image/Link below is provided (as is) to download presentation

Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author.While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server.


- - - - - - - - - - - - - - - - - - - - - - - - - - E N D - - - - - - - - - - - - - - - - - - - - - - - - - -

Presentation Transcript


Peter charles doherty 2006

贏得諾貝爾獎的第一步(Peter Charles Doherty, 2006)

  • 試著解決最重要的問題,做出真正重大的發現

  • 作事情要實際,要善於發揮自己的強項

  • 對基本技巧要熟稔

  • 和適當的人一起工作

  • 要能寫出簡潔而清楚的論文

  • 選擇對的研究領域

  • 找到並培養自己真正有興趣的項目

  • 對學問要聚焦,不可以一知半解

  • 選擇符合自己個性和工作習慣的工作場所

  • 尊重事實證據,並要能從不同角度看清眼前的事實

  • 要跳出框架思考

  • 要和旁人交換意見,不要只是一個人思考

  • 絕對不可以造假

  • 堅持到底,但要有面對失敗的心理準備

  • 不要浪費時間

  • 保重自己的身體


Biostatistics for the biological and health science

BiostatisticsFor the Biological and Health Science

Chapter 5

Normal Probability Distributions


Chapter problem

Chapter Problem

  • Ergonomics (人因工程學)

    The study of people fitting into their environments.

    Good ergonomic design results in an environment that is safe, functional, efficient, and comfortable.


5 1 overview

5-1 Overview


5 2 the standard normal distribution

5-2 The Standard Normal Distribution

  • Uniform Distributions


Peter charles doherty 2006

  • Standard Normal Distribution


Peter charles doherty 2006

  • Finding Probabilities When Given z Scores


Peter charles doherty 2006

  • Finding z Scores from Known Areas


5 3 applications of normal distributions

5-3 Applications of Normal Distributions


Peter charles doherty 2006

  • Finding Values from Known Areas


5 4 sampling distributions and estimators

5-4 Sampling Distributions and Estimators

  • It is rare that we know all values in an entire population.

  • The “behavior” of a statistic can be known by understanding its distribution.


Peter charles doherty 2006

  • For a fixed sample size, the mean of all possible sample means is equal to the mean of the population.


Peter charles doherty 2006

  • Sampling Distribution of Proportions


The population proportion of female senators

The population proportion of female Senators


Which statistics make good estimators of parameters

Which Statistics Make Good Estimators of Parameters?

  • Statistics that target population parameters (unbiased estimators): Mean, Variance, Proportion

  • Statistics that do not target population parameters: Median, Range, SD


5 5 the central limit theorem

5-5 The Central Limit Theorem(中央極限定理)


Peter charles doherty 2006

  • Applying the Central Limit Theorem


Ski gondola safety

Ski Gondola Safety


Peter charles doherty 2006

  • Interpreting Results


Body temperatures

Body Temperatures

  • Hypothesis testing: It seems more reasonable to conclude that the population mean is lower than 98.6℉


Peter charles doherty 2006

  • Correction for a Finite Population


5 6 normal as approximation to binomial

5-6 Normal as Approximation to Binomial

the upper and lower limits for Table A1?


Peter charles doherty 2006

  • Continuity Corrections


Peter charles doherty 2006

  • Interpreting Results


5 7 assessing normality

5-7 Assessing Normality


Heights of men p 242

Heights of Men P.242


Cumulative review exercises

Cumulative Review Exercises

  • 1

  • 2


  • Login