CGLMeeting Agenda

Wednesday, October 16nd, 1996


Location:
DC 2303 (Lab)
Time:
11:30 AM
Chair:
Navid Sadikali


1. Adoption of the Agenda - additions or deletions

2. Coffee Hour

Coffee hour this week:
Dan Milgram
Coffee hour next week:
To be determined

3. Next meeting

Date:
October 30nd, 1996
Location:
DC 1304
Time:
11:30 AM
Chair:
Balasingham Balakumaran
Technical presentation:
Alex Qian

4. Forthcoming

Chairs:
  1. Richard Bartels
  2. John Beatty
  3. Stewart Chao
Tech Presenters:
  1. Navid Sadikali
  2. Balasingham Balakumaran
  3. Richard Bartels

5. Technical Presentation

Presenter:
Thomas Pflaum
Light Field Rendering
Abstract:
Light field rendering is a new approach to rendering from either computer generated or real world images. A 2D array is of images with different viewpoints and directions is used to reconstruct views from positions other then the ones in the images.

6. General Discussion Items

  1. CGL group picture.

7. Action List

  1. UofT visit, car pooling
  2. CGL group picture

8. Director's Meeting

9. Seminars

COMPUTER GRAPHICS SEMINAR

                    -Monday, October 28, 1996

Tom  Lyche,  Institutt  for  Informatikk, University of
Oslo,  will  speak  on  ``The  Sensitivity  of a Spline
Function to Perturbations of the Knots''.

TIME:                3:30-4:30

ROOM:                DC 1304

ABSTRACT

In   many   applications   of   splines,  like  design,
intersection  problems,  offsets,  and datacompression,
the  knot  vector is the result of long computations or
interactive  manipulations.  It  is  then possible that
knots   may  be  placed  very  close  together  without
actually  being equal.  To get a ``nicer'' knot vector,
it  may then be tempting to perturb some knots a little
and  in  this way get a more evenly spaced knot vector,
or introduce knots that are identical instead of almost
identical.  Another  situation  where one would like to
change  knots  is in lofting, where a familly of spline
curves  need  to  be defined over a common knot vector.
In  this  talk  we give upper limits on how much a knot
may  be moved without the spline changing more than the
tolerance. Examples are provided showing that the upper
bounds are sharp.




CS  COLLOQUIUM  SERIES  
DATE:  Tuesday, October 29, 1996 
TIME:  4:00 5:30 p.m.  
PLACE: DC 1302

Dr. Gerard Roth
Senior Research Officer - 
Visual Information Group Institute for Information Technology

Building  Geometric  Models  using Three-dimensional Laser 
Range-finder Data

At  the  Institute  for  Information  Technology  of the National
Research  Council  of Canada we have been developing laser range-
finders  and  applying them to a number of practical problems for
over  a  decade.  Such  sensors directly obtain three-dimensional
surface  information by using a scanning laser beam. In this talk
we will first describe the principles of operation of our sensors
and  show  its  ability  to capture both geometry and colour at a
high resolution.

Then  we  will  discuss  how we take a number of range images and
build  a geometric model of an object or environment. Such models
are  useful in the application areas of virtual reality, robotics
and  manufacturing.  We  are able to take registered range images
and  make  both  parametric models, and mesh models. A parametric
model  consists of spline surfaces while a mesh model consists of
many small triangular patches.

The  web  page  http://www.iitsg.nrc.ca/~roth  shows  some of the
models        that        have        been       built,       and
http://www.autsrv.iitsg.nrc.ca/choice.html  gives  an overview of
the entire project along, with some textured models.  Most of the
models  are  in  vrml  form  and  can be displayed with most vrml
viewers.

10. Lab Cleanup (until 12:30 or 5 minutes)