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Weekend Trip

05 until 08 March 2026
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VESTING Pub Lecture

12 March 5:00 PM until 7:30 PM
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Exam Lunch

19 March 1:00 PM until 3:00 PM
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Hitchhiking Weekend

25 until 26 April 2026
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Former Boards Day (OBD)

09 May 4:00 PM until 11:00 PM
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We are econometricians

Events

60+

Members

500+

Alumni

600+

Commitees

14

Start Your Career

VESTING helps you to explore potential career paths, connect with professionals, and develop valuable skills. Reach out to the top companies in the field.

VESTING Conference

On this one-day event, several speakers will come to tell about their experiences, applications or views on a theme. The day also consists of two case rounds in which several interesting companies will show students some applications in the field of econometrics, operations research or actuarial studies.

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Gupta European Programme

Before taking off, participants will attend various inhouse days in the Netherlands. During the trip, we will visit several companies with the aim to experience the business culture. The companies differ greatly in their specialities and will shed light on how econometric study skills can be applied abroad. Naturally, there will also be plenty of time to discover the amazing attractions our location has to offer.

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ALD

23 February 2026

IIC Activity: Pooling

18 February 2026

Master Activity: Pubquiz

12 February 2026

Stunt Social

10 February 2026

De Econometrist

Intuition and Definition of a Martingale

The concept of a martingale originates in the world of gambling, but the idea extends far beyond the roulette or poker table. Imagine a simple game: you start with €0, and in each round you toss a fair coin. If you win, you gain €1; if you lose, you lose €1. Each round is completely independent of the previous one; what happened before does not influence the outcome of the next toss.
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Why continuity assumptions matter more than you think

In econometrics, many of the most important results depend on conditions that rarely receive attention. Buried inside proofs, often labeled as “regularity conditions,” these assumptions can look technical and secondary. Continuity is one of them. Yet continuity is not just a background detail. It is one of the structural features that makes estimation possible, inference meaningful, and models stable.
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The angel and the devil on an infinite chessboard

Imagine a chessboard stretching endlessly in all directions. In this unusual game however, there are only two actors: The angel, who is our hero of the play, and the devil. The angel moves in a manner similar to a chess king, except that the distance he may travel is determined by some fixed power k. For example, an angel with power 3 can on each turn travel 3 squares from its starting location. The devil can move to any square he likes, and in turn burns that same square, making it permanently inaccessible for the angel. Our question is: is it eventually possible for the devil to trap the angel, leaving it with no squares to fly to, or will the angel always be able to escape?
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