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Update Marco Pegoraro's profile and publications (#170)
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content/authors/pegoraro/avatar.jpg

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content/news/2024-01-20/index.md

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---
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title: "Paper accepted at AISTATS 2024"
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event: ""
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event_url: ""
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authors:
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- pegoraro
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summary: ""
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abstract: ""
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date: '2024-01-20T17:00:00Z' # REPLACE WITH THE CORRECT DATE HERE
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all_day: true
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publishDate: '2024-01-20T17:00:00Z'
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tags: []
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featured: false
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url_code: ''
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url_pdf: ''
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url_slides: ''
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url_video: ''
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slides: ""
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# Projects (optional).
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# Associate this post with one or more of your projects.
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# Simply enter your project's folder or file name without extension.
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# E.g. `projects = ["internal-project"]` references `content/project/deep-learning/index.md`.
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# Otherwise, set `projects = []`.
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projects: []
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---
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Our paper ["*Vector Quantile Regression on Manifolds*"](https://gladia.di.uniroma1.it/publication/pegoraro-2023-mvqr/) was accepted to **AISTATS 2024** main conference!

content/publication/pegoraro-2023-GEP/index.md

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lastmod: 2023-02-05T10:57:53+01:00
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featured: false
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publication_short: "Preprint"
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publication_short: "NeuReps Workshop 2023"
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# To use, add an image named `featured.jpg/png` to your page's folder.
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content/publication/pegoraro-2023-MVQR/index.md

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- 'Machine Learning'
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- 'Probability and Statistics'
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categories: []
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date: '2023-07-03'
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lastmod: 2023-02-05T10:57:53+01:00
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date: '2024-01-20'
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lastmod: 2024-01-20T10:57:53+01:00
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featured: false
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publication_short: "frontiers4lcd"
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publication_short: "AISTATS 2024"
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# E.g. `projects = ["internal-project"]` references `content/project/deep-learning/index.md`.
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publishDate: '2023-02-05T09:57:52.951304Z'
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publishDate: '2024-01-20T09:57:52.951304Z'
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abstract: Quantile regression (QR) is a statistical tool for distribution-free estimation of conditional quantiles of a target variable given explanatory features.
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QR is limited by the assumption that the target distribution is univariate and defined on an Euclidean domain.
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Although the notion of quantiles was recently extended to multi-variate distributions,
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By leveraging optimal transport theory and the notion of $c$-concave functions, we meaningfully define conditional vector quantile functions of high-dimensional variables on manifolds (M-CVQFs).
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Our approach allows for quantile estimation, regression, and computation of conditional confidence sets.
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We demonstrate the approach's efficacy and provide insights regarding the meaning of non-Euclidean quantiles through preliminary synthetic data experiments.
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publication: '*Workshop on New Frontiers in Learning, Control, and Dynamical Systems at the International Conference on Machine Learning (2023)*'
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publication: '*AISTATS 2024*'
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links:
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- name: arXiv
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url: https://arxiv.org/abs/2307.01037

content/publication/pegoraro-2023-spectral/index.md

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categories: []
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date: '2023-01-01'
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lastmod: 2023-12-16T10:57:52+01:00
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featured: false
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publication_short: "Preprint"
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publication_short: "NeuReps"
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Our approach bears practical benefits in knowledge distillation and hierarchical
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learning, where we show comparable or improved performance at a fraction of the
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computational cost.
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publication: '*arXiv preprint arXiv:2108.02161*'
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publication: '*NeuReps Workshop 2023*'
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links:
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- name: URL
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url: https://arxiv.org/pdf/2205.14938.pdf

static/uploads/CVlatexMPeg.pdf

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