HEG Genève

Welcome — here's how this works

A 30-second read. Reopen it anytime with the 👁 button, top-right.

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Three hours, every week, in two parts. First about an hour of lesson — I present, you follow the same numbered sections on this site; every slide names its section. Then about two hours of exercises worked together: the same exercise on the screen and as a form here, with the solution released as we go. Bring a laptop or phone, and a calculator.
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Learn by doing. Each week is interactive — try things, answer, get instant feedback. Your progress bar fills as you actually do the work, not by clicking "next".
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One running business. Across all sixteen weeks we run a pizzeria in Geneva, and every week is one decision it has to make. What you write in each week's workshop becomes your individual project.
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Saved & shared. Sign in once with your name and a six-digit code; your progress, self-check scores and workshop answers follow you between devices and reach your instructor — so I can see where the class is stuck before each session.
The grade. 60% final exam (closed book, calculator and two hand-written sheets), 20% individual project, 20% presence — and presence is pro rata, marked by a button you press in the room. Homework is not graded; it is how you find out whether it stuck.
HEG Genève · International Business Management · Bachelor

Applied Statistics

Sixteen weeks from describing data to regression and chi-square, following Saylor's Introductory Statistics chapter by chapter — and taught through one running case: you are opening a pizzeria in Geneva, and every week is a decision that business has to make. Each week pairs a class in the room with an interactive lesson here: work through it before or after class, test yourself, and your progress is saved.

Instructor: Jan Erik Meidell  ·  Office B2.13  ·  Office hours Mon 11:00–13:00  ·  Course page on Cyberlearn for official announcements
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Attend · 3 h
One hour of lesson, two of exercises worked with the room — the practice you cannot get from a screen alone.
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Practise here
Per week: the lesson, eight exercises done in class with solutions released as we go, a self-check quiz, a workshop page and a homework set — plus a practice arena with endless fresh numbers.
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Progress tracked
Sign in once; this device remembers you. Your progress, scores and workshop answers sync to your instructor automatically.
About this course

What it's about

Inferential statistics — hypothesis testing and confidence intervals — for a variety of situations, and the beginnings of multivariate statistics: simple and multiple linear regression. We learn each method by applying it to a real decision the pizzeria has to take, so that the statistics of a professional role — a data analyst's, say — is practised, not just heard.

Prerequisites

Courses on descriptive statistics and probability theory. Weeks 1–2 rebuild the descriptive part from scratch and Week 3 opens with the probability rules you need — so if the prerequisite is rusty, the first three weeks are where you fix it.

Use of AI

For the project you are encouraged to use ChatGPT and other AI tools freely to research, check and refine your work. The final exam is closed book: no AI, no computer, no phone. AI helps you learn and prepare; it will not be in the room when you are asked to demonstrate what you know.

What you'll be able to do

These are the course's official learning objectives. Each one is a thing you will be able to do by Week 16 — with the week that teaches it, so you always know where you are on the map.

  • Apply the theory of sampling distributions. Explain why a sample mean from a sample of thirty behaves predictably even when the population does not — the idea every later method rests on. Week 5
  • Estimate parameters and construct confidence intervals. Turn one sample into a statement of the form "the true value is between here and here, and I am 95% confident" — for a mean, a proportion and a variance. Week 6
  • Perform statistical tests in a variety of situations. Take a claim, decide what evidence would refute it, compute the evidence, and reach a defensible conclusion — including what a p-value does and does not say. Week 7
  • Compare two populations, and tell independent from paired samples. Decide whether a difference between two groups is real, and recognise which of the two designs you are looking at — the single most-marked judgement on the exam. Week 8
  • Apply simple linear regression and compute its coefficients. Fit a line to two variables, interpret its slope in the units of the business, and test whether that slope is real. Week 9
  • Apply multiple linear regression for model selection. Extend the line to several predictors and choose between competing models. Weeks 9 & 11
  • Understand chi-square and F-tests. Handle categories and more than two groups — independence, goodness of fit, and one-way ANOVA. Week 10
  • Understand machine learning and the main estimation methods. See where the statistics you have learned sits inside what industry calls machine learning, and what it adds. Week 11
  • Use Python for data analysis. Reproduce the whole semester in pandas, SciPy and statsmodels — and read an output without panic. Week 12
How each one is practisedEvery objective is met three times: the lesson in Part 1 of the session, the exercises in Part 2 worked with the room, and the homework in your own time. If you can do the exercises without the hint, you have the objective.
The course · week by week

Weeks unlock as the semester goes on. Dates are on Cyberlearn; the schedule below is the syllabus order.

Assessment · how the grade is built

Three components, and you can see two of them moving all semester. Nothing about the grade is a surprise in June.

60%
Final exam
Week 16 · 90 min · closed book · graded to the half point
20%
Individual project
The pizzeria file, written across the semester
20%
Presence
Pro rata — the share of sessions held that you attended

60% · Final exam — Week 16

Individual, 90 minutes, graded to the half point. Closed book: the only authorised material is a simple non-programmable calculator and a personal summary of two sheets, both sides, hand-written. No computers, phones or communication devices.

Six exercises of ten points, one per block of the course — describe · probability and the normal · sampling and estimation · a test · two samples or regression · chi-square or ANOVA. Every one is a question type you have already met.

Your rehearsal is built into the courseEach week's self-check quiz is written in the exam's style. The exam cards pool every question type the paper can ask, with fresh numbers each time. A blank test in Week 15 is taken at home and corrected in class — informative, never graded, and the only honest way to find out what your two sheets are missing.
🃏 Exam cards → 🎯 Practice arena →

20% · Individual project — the pizzeria file

Every week ends with a workshop: a few questions that make you apply that week's method to your pizzeria, in your own words. Everything you type is saved automatically.

By Week 16 those entries are a pricing file you could take to a bank — a population defined, a market described, an interval estimated, a claim tested, a price defended. The project is that file, finished and argued. Graded to the half point.

Written in instalments, not the night beforeThere is no separate assignment to start from scratch. If you do the workshop each week, the project is nine-tenths written by the time it is due — which is the point of doing it that way.

Computer sessions prepare it: Week 11 uses DataTab, Week 12 is Python in Google Colab — nothing to install.

20% · Presence — pro rata

How it is recorded. In each session I open a short window, and the presence button on that week's page turns from grey to red. You press it once, on your own device, while you are in the room. Then I close the window.

How it is marked. Pro rata: your mark is the share of the sessions actually held that you were present for. Miss two of fifteen and you have 13/15 — there is no all-or-nothing cliff, and a session that never happened cannot count against you.

You can always see where you standYour running count appears at the top of this page as soon as the first session is held, so nothing is disputed at the end of term. Arrived late, or flat battery? Tell me — I can mark you by hand from the dashboard. What I cannot do is mark you present for a session you were not in.

Presence is 20% because the room is where the theory gets argued out and the exercises get worked with someone to ask. That part is not recoverable from the site alone — which is exactly why it carries weight.

Homework · not graded, and still the most useful thing you do

A homework set is assigned every week — roughly two hours, on a different dataset from the one used in class, with hints and full worked solutions. It does not count toward your grade.

It is where you find out whether the lesson stuck. Do it by hand, with a calculator, the way the exam will be. Your scores reach my dashboard, which is how I know — before the next session — which idea the class has not yet landed, and what to open the session with.

The arithmetic of the grade: 60% exam + 20% project + 20% presence, each graded to the half point. Two of those three you build week by week, in the room and on this site.
Your toolkit · drill it until it is automatic

Seven tools that sit alongside the weeks. None of them counts toward your progress bar; all of them count toward the exam.

🎯 Weeks 1–2 · endlessPractice arenaUnlimited descriptive-statistics problems with your own randomised numbers — check, hint, full solution; hit "new numbers" any time. Drill the method, not the memory. 🃏 Exam preparationExam cards — every archetype the paper can askOne card per question type, chapter by chapter, with fresh numbers, answer entry, hints and full worked solutions. Cards unlock as their week is taught. 🎲 Week 5 · the keystoneWhere the sample mean livesSample a non-normal population thousands of times and watch the sample mean go bell-shaped and narrow — the Central Limit Theorem, made visible. ⚙️ Week 5The sampling machineAn interactive exploration of sampling distributions and how they behave as n changes. 📐 Weeks 3–4 · explainerThe shape of uncertaintyWhy business runs on distributions, which ones to use, and how they work — with a playground at every step. 🎮 Week 1 · intuitionIs it real or random?Can you tell real data from random noise? The signal-vs-noise trap, as a game. 🎮 Week 2 · intuitionCatch the meanA game about averages and variability — where the balance point sits, and how far it moves.
The running case

Across all sixteen weeks we run one business: a pizzeria near Plainpalais, and the very first number it must commit to is the price of a Margherita. Week 1 makes you guess it on instinct; Week 2 describes the competition; Weeks 5–6 say how sure you can be about "the Geneva price" from a sample; Weeks 7–8 test whether a difference is real; Week 9 asks what predicts price; Week 10 whether topping preference depends on neighbourhood. By Week 16 that gut number has become a defended interval — a recommendation you could stand behind in front of your partner, your bank, and your customers.

The datasets are small and hand-computable on purpose: the exam is by hand. The practice arena and Python (Week 12) are where the big datasets live.

References

Additional references

  • Groebner, Shannon, Fry & Smith (2010) Business Statistics: A Decision-making Approach, 8th ed., Prentice Hall.
  • McClave, Benson & Sincich (2010) Statistics for Business and Economics, 11th ed., Prentice Hall.
  • McCabe & Moore (2005) Introduction to the Practice of Statistics, 4th ed., W. H. Freeman.
  • Sullivan (2004) Fundamentals of Statistics, 3rd ed., Prentice Hall.
  • Anderson, Sweeney & Williams (2013) Statistiques pour l'économie et la gestion, De Boeck.
  • Tabachnick & Fidell (2006) Using Multivariate Statistics, 5th ed., Pearson.
  • Johnson & Wichern (2008) Applied Multivariate Statistical Analysis, 6th ed., Pearson.
  • Field (2009) Discovering Statistics using SPSS, 3rd ed., Sage.
© 2026 Jan Erik Meidell · HEG Genève · Applied Statistics · built for teaching
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