Antonio Ortega
500 posts

Antonio Ortega
@elpenta
Teaching and research @uscminghsiehee, @uscviterbi, @usc, new app concepts @inqbarna, @lexttalk
Los Angeles, CA เข้าร่วม Eylül 2009
451 กำลังติดตาม533 ผู้ติดตาม

I’m honored to announce my election to the National Academy of Engineering
For a refugee kid who arrived in the US >40 years ago, this is hard to put into words - truly the honor of a lifetime.
Deeply grateful to the @theNAEng, my colleagues, students, mentors, & esp my family

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Antonio Ortega รีทวีตแล้ว

📣 #ICIP2026 invites proposals for Satellite Workshops on focused or emerging topics in image processing, vision and imaging, not specifically covered in the main conference.
📅 Submissions due 21 January 2026
🔗 Learn more: hubs.la/Q03VQ4000
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Antonio Ortega รีทวีตแล้ว

The Computer Science section of @arxiv is now requiring prior peer review for Literature Surveys and Position Papers. Details in a new blog post
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Antonio Ortega รีทวีตแล้ว
Antonio Ortega รีทวีตแล้ว
Antonio Ortega รีทวีตแล้ว

Once-beloved topic: efficient signal, image, graph transformations like Discrete Cosine or Sine Transforms (DCT/DST), for data analysis, sparsity, compression. Antonio Ortega DCTs, DSTs and transforms on path graphs: History and recent results @elpenta
doi.org/10.52843/cassy…
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Antonio Ortega รีทวีตแล้ว
Antonio Ortega รีทวีตแล้ว

🚨 The 8th annual Graph Signal Processing Workshop is back this May 14-16! Held in Montreal, CA, at @Mila_Quebec, we’re covering all things graphs, signals, learning, & applications 🕸️〰️
🔗: gspworkshop.org
👉🏻Abstract submission opens Feb 1
👉🏻 Registration opens Mar 20
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Antonio Ortega รีทวีตแล้ว

Interview (in Spanish) with @manuelansede @el_pais about NeuroTech, Neurorights and #spainneurotech. elpais.com/ciencia/2025-0… via @el_pais
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Antonio Ortega รีทวีตแล้ว

The Delaunay triangulation is the dual of the Voronoi diagram. The most fundamental tool of computational geometry. en.wikipedia.org/wiki/Delaunay_… en.wikipedia.org/wiki/Voronoi_d… en.wikipedia.org/wiki/Computati…

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Antonio Ortega รีทวีตแล้ว

I'm pleased to share that our recent paper with @2ptmvd has been accepted to the Philoshophical Transactions of the Royal Society. Here's the ‘Accepted Author Version’:
drive.google.com/file/d/1jdtrkF…
And here it is on arxiv without the fancy formatting:
arxiv.org/abs/2409.06219
1/3

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Antonio Ortega รีทวีตแล้ว

Congratulations to @USCViterbi researchers Urbashi Mitra, Bistra Dilkina (@BDilkina), and Gisele Ragusa! They'll provide expertise on AI/machine learning, data analytics, and algorithm design for the new @NSF Center for Pandemic Insights. viterbischool.usc.edu/news/2024/09/u…
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Antonio Ortega รีทวีตแล้ว

Tutorial on Diffusion Models for Imaging and Vision
2nd edition is up on arXiv
arxiv.org/abs/2403.18103
(51 pages --> 89 pages)
- Expanded VAE
- More detailed DDPM
- New section: physics of diffusion
- and more
Feedback is welcome!

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Antonio Ortega รีทวีตแล้ว

We are pleased to announce plans for a special issue of Signal Processing Magazine focused on the mathematics of deep learning:
signalprocessingsociety.org/blog/ieee-spm-…
We look forward to your submissions!
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@inakib I really liked Los Detectives Salvajes, and would also recommend 2666
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Antonio Ortega รีทวีตแล้ว

グラフ信号処理のためのデータセット GSP-Traffic Dataset を公開しました! みなさんぜひ使ってみてください。
- 実際の道路ネットワーク
- SUMOによる(時変)グラフ信号
- 世界中の465都市でのシミュレーション
フィードバックもお待ちしています!
github.com/rukumagai/GSP-…
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Antonio Ortega รีทวีตแล้ว

Oldies but goldies: I Daubechies, Orthonormal bases of compactly supported wavelets, 1988. Defines orthogonal wavelet bases which generalize the Haar basis. The construction is a mathematical gem that uses the Bezout theorem. fr.wikipedia.org/wiki/Ingrid_Da…
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Happy to announce that I am promoted to full professor.
Big shout out to my former and current students without whom this would never be possible.
purdue.edu/newsroom/purdu…
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Antonio Ortega รีทวีตแล้ว
Antonio Ortega รีทวีตแล้ว

I wrote a tutorial on diffusion models for undergrad and grad students. I tried my best to give intuitive explanations for complicated equations.
Your feedback is much appreciated
Thanks to those who suggested various reading materials to me
arxiv.org/abs/2403.18103

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