A Conversation on Causality at Our Table (EN)

Brewing coffee, exchanging words. As steam rises, time drifts, and the world of statistics opens little by little.
This site grew from small coffee-chat conversations between a clinician daughter and her statistician father. Questions that surface in research, numbers that catch while reading a paper, and occasional glimpses of a researcher’s stance—the things that truly matter tend to lie scattered quietly across everyday life, clinical practice, causality, data, cognition, and language.
Over coffee, their light exchanges pick up some of these fragments, one by one—woven into a single story, as if careful not to disturb their totality.
Told in words warm enough to hold on a winter morning, the narrative moves with a spiral of quiet foreshadowing. Mathematics and medicine appear along the way, but take only what you need. Some episodes include short R scripts—small experiments you can rerun, so the ideas remain reproducible and tangible. If you follow the road all the way to the morning a paper is finally ready to submit, scattered meanings begin to connect—somewhere, into something whole.
How to begin
This story follows a single clinical study, moving from research hypotheses to statistics, effects, causality, and language. If you are not sure where to start, these three episodes are good entry points:
- The first conversation and a research hypothesis (Study Design I)
- Clinical trials and p-values (Frequentist Thinking I),
- percentages, populations, and effect measures (Effects and Time I)
Each episode can be read on its own—feel free to choose whichever layer interests you.
If you came here from an R post, you may want the code first. These scripts are meant to reproduce the figures and ideas, not to teach programming.
- Study Design: study-design.R
- Frequentist Thinking / Experiments: frequentist.R
- Effects and Time: effects.R
Episodes
1. Study Design — Where research begins
Every study starts with a question. How do we frame PICO/PECO? How do we choose outcomes? How do we protect against bias? The daughter asks her father about the very starting point of clinical research.
- A Story of Coffee Chat and Research Hypothesis
- Data Have Types: A Coffee-Chat Guide to R Functions for Common Outcomes
- Outcomes: The Bridge from Data Collection to Analysis
- A First Step into Survival and Competing Risks Analysis with R
- When Bias Creeps In: Selection, Information, and Confounding in Clinical Surveys
- A Story of Coffee Chat and Research Hypothesis Research often stumbles first not on data, but on how a question is framed.
- Data Have Types: A Coffee-Chat Guide to R Functions for Common Outcomes Numbers may look the same, yet describe different worlds—this pause starts from outcome types and the probability models behind them.
- Outcomes: The Bridge from Data Collection to Analysis Once an outcome is defined, much of the study is already decided—pausing over that choice through familiar oncology examples.
- A First Step into Survival and Competing Risks Analysis with R Before analysis begins, trouble often begins with how events are defined and coded—thinking in terms of time and events.
- When Bias Creeps In: Selection, Information, and Confounding in Clinical Surveys Distortion rarely comes from formulas alone—this is where bias quietly enters.
2. Glossary — The words of statistics
3. Frequentist Thinking — Practicing statistics
Using cancer clinical trials as examples, the father explains the frequentist perspective: “How do numbers behave under repeated sampling?”
- Reading a Paper over a Cup of Coffee
- P-Value Explanations That Seem Plausible at First Glance
- Beyond 0.05: Interpreting P-Values in a Clinical Trial
- Reading a Paper over a Cup of Coffee The unease felt while reading a paper often comes from language — pausing over statistical terms.
- P-Value Explanations That Seem Plausible at First Glance What would happen if the same study were repeated again and again — touching the idea of frequentist thinking.
- Beyond 0.05: Interpreting P-Values in a Clinical Trial A p-value is less a number than a shadow of design — watching where interpretation drifts.
4. Frequentist Experiments — Checking statistical ideas by simulation
The ideas behind frequentist statistics are not just abstractions; they can be checked through simulation. Even if you are unfamiliar with R, you can run the script and reproduce the results.
- Understanding Confidence Intervals via Hypothetical Replications in R
- Alpha, Beta, and Power: The Fundamental Probabilities Behind Sample Size
- Understanding Confidence Intervals via Hypothetical Replications in R Where does “95%” come from, and where does it go — lingering over confidence intervals.
- Alpha, Beta, and Power: The Fundamental Probabilities Behind Sample Size Sample size planning is also error planning. This episode revisits the foundations of frequentist design.
5. Effects and Time — How effects evolve
We unravel risk differences, risk ratios, hazard ratios, vaccine effectiveness, attributable fractions, and effects that change over time alongside survival curves and cumulative incidence curves. A multidimensional perspective on data quietly develops, paving the way for causal inference.
- Silent Confusions Hidden in Percentages
- Who Is This Percentage About? Target Populations and Attributable Fractions
- When Odds Ratios Approximate Risk Ratios—and When They Fail
- From Risk and Rate to Survival and Hazard
- A First Note on Cox Regression
- After Cox Regression: A Case Study and R Demonstration
- Silent Confusions Hidden in Percentages Percentages feel intuitive, yet they often mislead. Rethinking how effects are communicated.
- Who Is This Percentage About—Target Populations and Attributable Fractions Every number speaks about someone — reconsidering the assumed population.
- When Odds Ratios Approximate Risk Ratios—and When They Fail Measures that look similar may behave differently — pausing over the odds ratio.
- From Risk and Rate to Survival and Hazard Once time enters the picture, effects change shape. An entry point to thinking about effects over time.
- A First Note on Cox Regression A familiar hazard ratio rests on a modeling assumption — proportional hazards.
- After Cox Regression: A Case Study and R Demonstration When hazards stop being proportional, the survival curve asks us to look at time again.
Coming next
Later English releases will continue into regression modeling, causal inference, and writing a paper. For now, the English conversation is published through Study Design, Frequentist Thinking, Frequentist Experiments, and Effects and Time.
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