EXPERIMENTALLY VALIDATING CAUSAL GRAPHS
    3.
    发明公开

    公开(公告)号:US20240028669A1

    公开(公告)日:2024-01-25

    申请号:US17814394

    申请日:2022-07-22

    Applicant: Adobe Inc.

    CPC classification number: G06K9/6297 G06N7/005

    Abstract: The present disclosure relates to systems, methods, and non-transitory computer-readable media that verify causal graphs utilizing nodes from corresponding Markov equivalence classes. For instance, in one or more embodiments, the disclosed systems receive a causal graph to be validated and a Markov equivalence class that corresponds to the causal graph. Additionally, the disclosed systems determine an intervention set using the causal graph, the intervention set comprising nodes from the Markov equivalence class. Using a plurality of interventions on the nodes of the intervention set, the disclosed systems determine whether the causal graph is valid.

    Systems for Estimating Terminal Event Likelihood

    公开(公告)号:US20230051416A1

    公开(公告)日:2023-02-16

    申请号:US17402788

    申请日:2021-08-16

    Applicant: Adobe Inc.

    Abstract: In implementations of systems for estimating terminal event likelihood, a computing device implements a termination system to receive observed data describing values of a treatment metric and indications of a terminal event. Values of the treatment metric are grouped into groups using a mixture model that represents the treatment metric as a mixture of distributions. Parameters of a distribution are estimated for each of the groups and mixing proportions are also estimated for each of the groups. In response to receiving a user input requesting an estimate of a likelihood of the terminal event for a particular value of the treatment metric, the termination system generates an indication of the estimate of the likelihood of the terminal event for the particular value based on a distribution density at the particular value for each of the groups and a probability of including the particular value in each of the groups.

    JOINTLY PREDICTING MULTIPLE INDIVIDUAL-LEVEL FEATURES FROM AGGREGATE DATA

    公开(公告)号:US20230274310A1

    公开(公告)日:2023-08-31

    申请号:US17680932

    申请日:2022-02-25

    Applicant: ADOBE INC.

    CPC classification number: G06Q30/0246 G06K9/6232 G06K9/6256

    Abstract: An analytics system jointly predicts values for multiple unobserved individual-level features using aggregate data for those features. Given a dataset, a transformation is applied to individual-level information for the dataset to generate transformed data in a higher dimensional space. Bag-wise mean embeddings are generated using the transformed data. The bag-wise mean embeddings and aggregate data for unobserved individual-level features for the dataset are used to train a model to jointly predict values for the unobserved individual-features for data instances. In particular, a given data instance can be transformed to a representation in a higher dimensional space. Given this representation, the trained model predicts values for the unobserved individual-level features for the data instance, and the data instance can be augmented with the predicted values.

    Systems for estimating terminal event likelihood

    公开(公告)号:US12154042B2

    公开(公告)日:2024-11-26

    申请号:US17402788

    申请日:2021-08-16

    Applicant: Adobe Inc.

    Abstract: In implementations of systems for estimating terminal event likelihood, a computing device implements a termination system to receive observed data describing values of a treatment metric and indications of a terminal event. Values of the treatment metric are grouped into groups using a mixture model that represents the treatment metric as a mixture of distributions. Parameters of a distribution are estimated for each of the groups and mixing proportions are also estimated for each of the groups. In response to receiving a user input requesting an estimate of a likelihood of the terminal event for a particular value of the treatment metric, the termination system generates an indication of the estimate of the likelihood of the terminal event for the particular value based on a distribution density at the particular value for each of the groups and a probability of including the particular value in each of the groups.

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