Broad Research Overview

Be the first to like this page
Why I am interested in Vision

My goal is to design machines that can interact intelligently with humans and the environment.

What does “intelligently” mean? I don't know your definition of intelligence. To me, all humans have it, dogs have plenty of it; mosquitoes somewhat less. At the very bottom of the scale I place things like chess-playing programs, Eliza and other chatterbots designed to pass the Turing test: In a survival challenge, they would be the first to go.



Click To Edit ImageWhat about plants?


Plants have sensors (they measure light, temperature, pressure etc.), they perform actions (grow, turn towards the sun), and make decisions (sprout, flower), but they do not travel. Merely being capable of asensing-and-action cycle (feedback) is not indicative of intelligence, but rather of “reactive” or “automatic” behavior.


Click To Edit ImageAs it turns out, the ability to move is fundamental to intelligence

Plants never developed a central nervous system, and in nature one can find curious organisms, called Tunicates, that have some sort of a brain (ganglion cells) and are able to move, but then settle on a rock, become stationary and thence swallow and digest their own brain.



Click To Edit ImageAnother necessary condition for intelligence is the ability to “see”

In general, data analysis (i.e., the process of breaking down the data into pieces by making intermediate decisions that are unrelated to the task at hand) is counter-productive, in the sense that any decision or control action based on such intermediate statistics yields no advantage (“Data Processing Inequality”, or Rao-Blackwell Theorem). As my colleague Ying-Nian Wu puts it, “you cannot create information by torturing the data”.

However, when a decision has to be made in spite of nuisance factors such as viewpoint, illumination, occlusions and quantization, then there is a benefit in extracting from the data some kind of ``representation'' that contains all the “information'' within, no more and no less.

What is “information” for the purpose of decision and control?

In [2] we have shown that even if the data (images) had infinite-resolution, and the nuisances (viewpoint and illumination) were infinite, it is possible to extract an intermediate representation that (a) is invariant to viewpoint and illumination (so it contains only ``information''), (b) is a sufficient statistic (so it contains all the ``information''), and (c) it is discrete (it is supported on a zero-measure subset of the image domain). So, one can abstract discrete ``symbols'' from continuous data, and lose nothing when it comes to using it for decision and control. Of course, if one were to use it for compression or transmission, the two tasks implicit in traditional Information Theory, then there be a sure loss, but our goal is not to store or transmit data, it is to use it for decision and control. In fact, the coding length of this internal representation [2] is what I have suggested as a definition of Actionable Information, following ideas that date back to J. J. Gibson that stand in constrast to the traditional notion of Information as Entropy or coding length of the data, pioneered by Wiener, Shannon, and Kolmogorov.

 

But while viewpoint (away from occlusions) and illumination (away from cast shadows) are invertible, visibility phenomena (occlusions and cast shadows) are not invertible for a passive observer, and therefore one cannot apply the results in [2]: If one is given an image where object “A” is occluded by object “B”, no amount of “torturing” of the image will give us back Object A. However, occlusions, like quantization, are invertible for an active observer: Want to see object A? Move around B! Want to resolve structure beyond the quantization limit? Move closer! As Gibson put it, “we see in order to move, and we move in order to see.”

 

This helps explain the so-called ``signal-to-symbol barrier'' whereby we, living organisms, measure physical phenomena essentially in the continuum, take actions also in the continuum, and yet we postulate the existence of some kind of ``internal representation'' that is intrinsically discrete and can be manipulated with the rules of logic or probabilistic inference. If we did not have occlusion of line of sight, and the ability to move, I am not aware of any argument other than [1] that could explain why there would be a benefit in having a discrete internal representation.

 

It is also worth noting that about half of the primate cortex is devoted to processing visual information. So, even when you are absorbed in the most exoteric thoughts, most of your brain is busy making sense of what comes from the eyes.

 

This explains my interest in Vision.



Click To Edit ImageThe Link with Control

Sensing and control go together. The notion of Actionable Information is the knot that ties them. Without control, it is not possible to close the gap between Actionable Information and the Complete Information [1]. Therefore, active exploration is key to the development of internal representations, and cannot be done without control.


[1] Actionable Information in Vision. Proc. of the Intl. Conf. on Comp. Vis., 2009 (UCLA-CSD-090007)

[2] On the Set of Images Modulo Viewpoint and Contrast Changes (with G. Sundaramoorthi, P. Petersen, and V. S. Varadarajan). In Proc. of the IEEE Intl. Conf. on Comp. Vis. and Patt. Recog., 2009


Student Reviews (0)
  • Get Admissions Info On University of California - Los Angeles
  • What area of study interests you the most?
TEACHING
  • CS19 [F04] MACHINES THAT SEE (Fiat Lux Freshmen Seminar)
  • CS174B [W05] INTRO TO COMPUTER GRAPHICS: IMAGE-BASED MODELING AND RENDERING
  • CS174 [S01-S04] INTRO TO COMPUTER GRAPHICS
  • CS194 [F04] DARPA GRAND CHALLENGE: BUILDING AN AUTONOMOUS MOBILE ROBOT
  • CS268 [F01-F06] MACHINE PERCEPTION
  • CS269 [W01-W04] BUILDING AN AUTONOMOUS ROBOT
  • CS279 [F06] VISUAL RECOGNITION
  • EXTENSION [S02-S03] 3-D MODELING AND RECONSTRUCTION FROM VIDEO
 
cover

Address

UCLA VisionLab
Boelter Hall #3811
University of California, Los Angeles
405 Hilgard Ave, Los Angeles, 90095, CA, USA
Google Map

Contacts

Tel. +1 (310) 206 4137
Director Prof. Stefano Soatto