Skip to main content

Web Content Display Web Content Display

Past seminars

Summer semester  2022/2023

Winter semester 2022/2023

Summer semester 2021/2022

Winter semester 2021/2022

Summer semester 2020/2021

Winter semester 2020/2021

Summer semester 2019/2020

Winter semester 2019/2020

Summer semester 2018/2019

Winter semester 2018/2019

Summer semester 2017/2018

Winter semester 2017/2018

Summer semester 2016/2017

Winter semester 2016/2017

Summer semester 2015/2016

Winter semester 2015/2016

Summer semester 2014/2015

Winter semester 2014/2015

Summer semester 2013/2014

Winter semester 2013/2014

Summer semester 2012/2013

Winter semester 2012/2013

Summer semester 2011/2012

Winter semester 2011/2012

Winter and summer semesters 2010/2011

Web Content Display Web Content Display

Web Content Display Web Content Display

Future talks in academic year 2023/2024

Web Content Display Web Content Display

January 11, 18, 2024, Ewa Woźny

Optimal and parameter-free method of mass transport for image morphing

TALK TITLE: Optimal and parameter-free method of mass transport for image morphing
 
ABSTARCT: We will present an optimal method for computing elastic registration and warping maps based on the Monge–Kantorovich theory of optimal mass transport, which is parameter-free, symmetrical, and able to consider changes in density. The approach is demonstrated with practical algorithms, showcasing applications in medical image registration and morphing.
 
The talk is based on:
Haker, S., Zhu, L., Tannenbaum, A. et al. Optimal Mass Transport for Registration and Warping. International Journal of Computer Vision 60, 225–240 (2004). https://doi.org/10.1023/B:VISI.0000036836.66311.97
 

<< Return