This
note is an introduction to the fundamentals of the field of computer graphics.
Topics covered includes: Model transformations, Homogeneous Coordinates, View
transformations, Projections, View Volume, Projective Transforms, Clipping,
windowing, rasterization, Graphics Pipeline, Hidden Surface Removal, Object
hierarchies, fractals, L-systems, Cubic Curves and Bicubic Surfaces, Meshes,
Lighting, Material, Shading, texture mapping, environment mapping, shadows and
interreflections.
This
comprehensive lecture note by Prof. Vijay M. Shekat comprehensively explains the
basics that surround the fundamental concepts in computer graphics. The basics
of computer graphics, such as the principles and application of graphics
primitives, are explained-entities required to display a picture. The note
throws light on the 2D transformations and viewing techniques that form an
important approach toward manipulating and displaying two-dimensional graphics.
The text also covers 3D concepts and object representation, which are important
in acquiring knowledge about the complexity of three-dimensional modeling. The
discussion covers 3D transformations and viewing, and a deep view is taken in
how objects are manipulated and viewed in three-dimensional space. Advanced
topics are also covered and may include recent developments and sophisticated
techniques of computer graphics, making this note very useful for students and
professionals who want to learn both the basics and the advanced aspects of the
subject.
The
book of Bindiya Patel from Biyani College Jaipur provides a more organized
way of approaching the concept of computer graphics. The notes start with
discussing graphics applications and raster graphics, hence laying a foundation
of how images are created and manipulated on digital systems. Key topics that
will be discussed include transformations-essential processes to change
graphical objects-and output primitives-the basic elements used in drawing. Some
of the notes also cover clipping algorithms, which are very important in showing
only visible parts of the graphics. It explains the different methods for
visible surface detection, answering how a particular surface in a scene would
be visible or invisible. It also describes curves and surfaces-important in the
case of higher degree shapes-and briefly describes image processing to integrate
computer graphics with other visual technologies.
In this respect, the lecture notes provided by Malla Reddy College of Engineering
provide a big picture of some respects related to computer graphics. The
application areas of computer graphics are discussed here that show how graphics
are used in several industries and technologies. Some basic output primitives,
which are considered elementary to elementary rendering, are explained in the
notes, such as points and lines. These involve 2D geometrical transformations
and 2D viewing techniques, which are very important in manipulating
two-dimensional objects. The notes also explain the representation of 3D objects
and transformations, important in the creation and transformation of
three-dimensional models. Methods of visible surface detection are discussed to
show the way in which a determination of parts of a scene visible can be made.
The inclusion of topics on computer animation completes this coverage, giving an
understanding of how graphics can be animated for dynamic visual effects.
The
following textbook by Arignar Anna Government Arts and Science College gives an
overview of computer graphics systems in some detail. It begins with the overall
architecture of computer graphics systems in order to place into context how
such graphical applications are built and executed. Output primitives discussed
in this book are the basic elements used in constructing an image. Also, there
is a discussion about 2D geometric transformations for manipulating
two-dimensional objects. It contains parts on the graphical user interface and
the methods of interactive input that are very important when one is designing
graphics applications that should be friendly to users. Geometric and modeling
transformations concerning 3D graphics are dealt with in the book at the
description of how to create and modify three-dimensional objects. Hence, the
resource is helpful in studying both the basic issues of computer graphics
systems and its applications.
Author(s): Arignar Anna Government Arts and Science College,
Karaikal, Puducherry
This
note is concentrated on computer graphics, integrated with multimedia,
applications, and systems. It covers basic graphics system architecture and the
output primitives that are commonly used to display images. Also, it explains
the basic two-dimensional geometric transformations and viewing techniques,
three-dimensional object representation, and transformation. The illumination
model and methods of rendering surfaces will also be discussed to highlight how
the properties of light and material result in visual appearance. It also covers
topics relevant to the multimedia components-digital audio and digital
images-since working with graphics now increasingly involves their integration
in a combined fashion for multimedia presentation.
Author(s): Sri Ramesh Chandra Sahoo,Smt. Sumitra
Mahapatra, Ms. Sasmita Panigrahi
These
lecture notes, by Prof. Wojciech Matusik and Prof. Fredo Durand, summarize the
algorithms, software, and hardware used in computer graphics. The notes will
introduce essential concepts: ray tracing and the graphics pipeline, to render
realistic images. Further, various transformations will be introduced, along
with the generation of shadows and texture mapping. Further topics in the
curriculum include methods of sampling, global illumination, and splines in
order to give a wide view on rendering and image synthesis, while animation and
color theory are added to the completion of visual representation understanding.
These notes are ideal for those seeking indepth studies of advanced graphics
techniques and their applications, from basic principles to complex rendering
and illumination models.
Author(s): Prof. Wojciech Matusik and Prof.
Fredo Durand