Age Progression

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  2. Age Progression
We sometimes want to see how our face changed through ages from a baby until now. More interestingly, we wonder how our face would progress as we get old. The two main age progression categories are child into adult and adult into old age. Combining the two categories is also possible, as a child may become an adult, and then continue to old age. In motion pictures, there are movies in which children physically become adults such as Big, 13 Going on 30. The opposite process of age progress is age regression, which shows how a person gets younger. A series of age progression images are shown in the below figure.

PIVI and co bring you another best age progression app Android/ iPhone 2021, and it is a face aging machine for your Android smartphone. This app will tell you how you will look when you are in your old age. It will also tell your old face of your friends. This app is straightforward to use and is a fantastic aging machine. The two main age progression categories are child into adult and adult into old age. Combining the two categories is also possible, as a child may become an adult, and then continue to old age. In motion pictures, there are movies in which children physically become adults such as Big, 13 Going on 30. Transformation ageregression ap tf ageprogression tg age breastexpansion progression comic. Lillie transform into Lusamine Animation. Lana transform into her mother. 1.7K Favourites. Note: Some of the age progression apps I’ve covered above use AI technology to make you look older. Others use an algorithm that adds blemishes, wrinkles, etc to your face (in the image). Others use an algorithm that adds blemishes, wrinkles, etc to your face (in the image).

Overview of the (fictional) age progression of Bruce Lee, a famous Asian actor.

Applications

Age progression can be used extensively in several applications. For example, it is widely used as a forensics tool by the law enforcement. Age progression can be used to show the likely current appearance of a missing person from a photograph many years old. Our particular interest is to predict what a person would look like when they are younger and older. We also interest in finding what would Bruce Lee would look like if he lives on. Since there was very few Bruce Lee's baby photo, it would be fun to approximate what he would look like when he was young. The entire age progression of Bruce Lee can be achieve using this method with tuned blending factors.
The project is implemented in MATLAB. The software, called Age Progression Manipulator, is developed as the result of the method. Age Progression Manipulator offers a couple of features in which users can experience. Below is a few key features that is available:

Key features

Progression

Interactive inputs

You will get to decide how should Bruce looks when he was young or when he would have got older. It's all up to your creativity to morphing the images.

Two blending modes

Free

There's two blending modes you can choose from: shape or color. The shape blending control the facial structure of the morphing images. The color blending controls the skin and hair texture.

Real-time simulation

The program would render your input in realtime. I manage to do so via a fast image morphoing algorithm.

Age

Exportable results

AgeProgression

You got to show your result image by printing it. Now go and get on with it!

Downloads

The program is free for non-commericial usage. This download include a single executible file to run in Windows/Linux OS. After download, double click on ageprogression.exe inside the folder to run. If you do not have MATLAB installed on your computer, you first need to download and install the MATLAB Compiler Runtime (MCR) in order to run this program.

PDF file explaining the method

Age Progression ZIP file

Age Progressionist

MCRInstaller v.7.8 (for non-MATLAB user)

Age Progression

  1. Wikipedia. ' Age Progression. 'Article on September 2007. Retrieved December 04, 2009
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  3. Lee D. T., Schachter, B. J,. 'Two algorithms for constructing a Delaunay triangulation,' International Journal of Parallel Programming, Journal on, vol.9, issue 3, pp.219-242, 01 Jun 1980}
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