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Jonathan J Ho, 33New Brunswick, NJ

Jonathan Ho Phones & Addresses

New Brunswick, NJ   

New York, NY   

Piscataway, NJ   

20 Running Brook Cir, Flemington, NJ 08822   

Mentions for Jonathan J Ho

Career records & work history

Medicine Doctors

Jonathan Ho Photo 1

Jonathan Tze-Wei Ho

Specialties:
Anesthesiology
Jonathan Ho Photo 2

Jonathan Ngoc Ho

Specialties:
Emergency Medicine
Education:
(2006)

License Records

Jonathan K Ho

Licenses:
License #: 45543 - Active
Issued Date: Sep 3, 2003
Expiration Date: Jun 30, 2018
Type: Environmental Engineer

Jonathan Ho

Licenses:
License #: E012383 - Expired
Category: Emergency medical services
Issued Date: Jun 26, 2003
Expiration Date: Jun 30, 2005
Type: San Mateo County EMS Agency

Jonathan Tze-Wei Ho

Licenses:
License #: C7-0004984 - Expired
Category: Medical Practice
Type: ACGME Training

Publications & IP owners

Us Patents

Image-To-Image Mapping By Iterative De-Noising

US Patent:
2023010, Apr 6, 2023
Filed:
Oct 5, 2022
Appl. No.:
17/938139
Inventors:
- Mountain View CA, US
Mohammad Norouzi - Toronto, CA
William Chan - Toronto, CA
Huiwen Chang - New York NY, US
David James Fleet - Toronto, CA
Christopher Albert Lee - Manhattan NY, US
Jonathan Ho - New York NY, US
Tim Salimans - Utrecht, NL
International Classification:
G06N 3/08
G06V 10/80
G06V 10/82
Abstract:
A method includes receiving training data comprising a plurality of pairs of images. Each pair comprises a noisy image and a denoised version of the noisy image. The method also includes training a multi-task diffusion model to perform a plurality of image-to-image translation tasks, wherein the training comprises iteratively generating a forward diffusion process by predicting, at each iteration in a sequence of iterations and based on a current noisy estimate of the denoised version of the noisy image, noise data for a next noisy estimate of the denoised version of the noisy image, updating, at each iteration, the current noisy estimate to the next noisy estimate by combining the current noisy estimate with the predicted noise data, and determining a reverse diffusion process by inverting the forward diffusion process to predict the denoised version of the noisy image. The method additionally includes providing the trained diffusion model.

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