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[Master MVA Annoucememt]

For the students registered with the MVA course, the private score will be published on the 22th of March, in order for you to evaluate and discuss during the oral exam the over/under-fitting of your submission. For informations about the public/private score see about and FAQ.

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Optimizing well-being at work
 This challenge proposes to develop machine learning based approaches so as to predict individuals' comfort model using several time series of environmental data obtained from sensors in a large building. The objective is to learn a classifier that uses these time series as inputs to predict the associated comfort class computed as an average of the comfort classes of all individuals in the building, assumed to experience the same environmental conditions.
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Dynamic Profile Forecasting
 We would like to forecast 7 dynamic profile time-series, modelling the consumption shape of several mass-market customer groups (residential and small businesses with subscribed power up to 36 kVA) thanks to meteorological and calendar data, as well as any other real time dataset potentially correlated with consumption patterns. Those profiles are coefficients (without units) for each half-hour in the dataset. The dataset size depends on each specific profile (collected from Oct 13th, 2013 onwards for residential profiles and from Nov 1st, 2016 for commercial profiles). This challenge is about forecasting dynamic profiles values from their past values and all the components of Enedis’ Half hourly Electrical Balancing. The Testing period will be in the past, from July 1st, 2017 to June 30th, 2018. There are many possible explanatory variables since consumption patterns are linked to consumers’ behavior and economic activity. Weather conditions (cold spell / heat wave) and business holidays will impact energy consumption but some other factors may also contribute to modifying energy consumption.
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Prediction of daily stock movements on the US market
 The goal of this challenge is to predict the sign of the returns (= price change over some time interval) at the end of about 700 days for about 700 stocks.
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Exotic pricing with multidimensional non-linear interpolation
 The purpose of the challenge is to use a training set of 1 million prices to learn how to price a specific type of instruments described by 23 parameters by nonlinear interpolation on these prices. The benefit would be to singularly accelerate computation time while retaining good pricing precision. The exotic option to price is one contained in a callable debt instrument whose final redemption amount, coupon payments and callability are conditional on the performance of a basket of three stocks or equity indices relatively to certain barriers. All parameters have been normalized to be between 0 and 1. The given price has also been normalized between 0 and 1. Because the 0 price is in the center of the set of pricings, most of the prices are around 0.5.
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Solve 2x2x2 Rubik's cube
 The goal is to design an automatic Rubik's analyzer that estimates the current length of the shortest path to the solution. Algebraic manipulations of this type could be used in different contexts and solve complex problems. Considering a new unseen configuration on the 2x2x2 Rubik's Cube, the goal of the challenge is to predict the length of the shortest path to the solution.
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Spatiotemporal PM10 concentration prediction
 None
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Predict brain deep sleep slow oscillation
 None
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Historical consumption regression for electricity supply pricing
 The goal of the challenge is to predict, based on the analysis of the correlation of a year of consumption and weather training data, the electricity consumption of two given sites for a test year. In operational conditions, the new consumption profiles would be integrated to electricity supply pricing analysis.
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Prediction of Sharpe ratio for blends of quantitative strategies
 None
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Crack the neural code of the brain
 None
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Building Claim Prediction
 <p>The goal of the challenge is to predict if a building will have an insurance claim during a certain period. You will have to predict a probability of having at least one claim over the insured period of a building. The model will be based on the building characteristics. The target variable is a: </p> <ul> <p> <li> - 1 if the building has at least a claim over the insured period.</li></p> <p> <li> - 0 if the building doesn’t have a claim over the insured period.</li></p> </ul> <p>During this challenge, you are encouraged to use external data. For instance: shops number by INSEE code (geographical code), unemployment rate by INSEE code, weather…</p> <p>Some data can be found on the following website: <a href="https://www.data.gouv.fr/fr/">data.gouv.fr</a> </p>
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Screening and Diagnosis of esophageal cancer from in-vivo microscopy images
 The goal of this challenge is to build an image classifier to assist physicians in the screening and diagnosis of esophageal cancer. Such a tool would have a massive impact on patient management and patient lives.
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Detecting breast cancer metastases
 The goal of this challenge is to develop new algorithms to detect metastases in images of patients diagnosed with breast cancer.
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Drug-related questions classification
 The goal of Posos challenge is to predict for each question the associated intent.