Verzia zo dňa a času 19:11, 19. október 2011

Obsah

On every seminar we will implement selected problems/algorithms from lessons. We will usually start with a prearranged template downloadable from with site.
As a programming language we will use C#. We will use Visual C# 2010 Express as development environment. Alternatively you can use MonoDevelop (Linux / Mac OSX) on your own machine.
Your code should be well formatted and commented. Titles of functions, classes, variables should be representative for their purpose.
Every week you have to finish and submit the assignment as homework.
At the end of the semester you have to submit the project.
Any kind of cheating is punished by withholding 15 points for all involved students. Situation where only part of code is shared is also considered cheating!
Attendance at seminars is optional but recommended. Your activity during seminar can be awarded with max 5 bonus points during the semester.
Seminars are conducted by
- Matej Hudak (subseth.mato@gmail.com)
- Juraj Onderik (wonderik@gmail.com)
Schedule of seminars is
- Tue (8:10) - Room H6
- Tue (18:10 - Room H3
- Wed (18:10) - Room F248

As a homework, you will program what we could not finish during exercise. Assignment and template will be downloadable from this site. See exercises.
Homework must be submitted by email to cg1.2011.hw@gmail.com every week until next monday 23:59.
Your submission email must have title in form 'ExNN' where NN is the number of exercise, eg. Ex05.
You can get max 3 points per homework, totally 33 points. Late submission is for 0 points.
It is required to submit zipped source code of your homework. Do not send executable files. Homework without source code is for 0 points!

Project must be submitted by email to cg1.2011.hw@gmail.com until 15.1.2011.
You can get max 12 points for your project.
It is required to submit source code of your project. Executable files are optional. Projects without source code is for 0 points!
Project assignment
- TODO

Introduction to C#
classes: Vector3, Matrix33
Add(V3, V3), Sub(V3, V3), Cross(V3, V3), Dot(V3, V3)
Add(M3, M3), Mul(M3, M3), Sub(M3, M3)
Mul(M3, V3), Mul(V3, M3)
Gui calculator:
- 3x1 vector (operator) 3x1 vector = 3x1 vector
- 3x3 matrix (operator) 3x3 matrix = 3x3 matrix
Assignment
- Create a simple application for vectors(3x1) and matrices(3x3). Create classes Vector3 a Matrix33. Create GUI according to final sample. Implement operations for vectors: W = U + V, W = U - V, W.X = Dot(U,V), W = Cross(U,V), W.X = U.Length and for matrices: C = A + B, C = A - B, C = A * B, W = A * V, W = U * B. Implement them as operators '+', '-', '*',.. Create calculator application with all operations working similar as in final sample.
- Final sample Súbor:Ex2.zip
- template for homework Súbor:Temp.zip

classes: Vector4, Matrix44, Polyline
A.Transpose(), A.Inverse(), A.Determinant()
RotateX/Y/Z/XYZ
Translate(K), Scale(K)
Drawing
- Polyline
- Free
Assignment
- Create a simple application with transformations and drawing. In transformations implement operations in Matrix44 labeled 'To Do'. In drawing implement free drawing using mouse left button_(down, move, up). Fill all sections labeled 'To Do'. Create 'Clear All' button. Create final application with all operations working similar as in final sample.
- Final sample Súbor:Ex3.zip
- template for homework and seminar - Súbor:TemplateEx3.zip
- Inverse Matrix: [1]

Implement definition and modification of simple polyline objects. Following functionality have to be implemented based on the mouse butons and modifier keys.
Left MB: Select pivot of one closest polyline.
Left MB + SHIFT: Select more pivots.
Left MB + CTRL: Create and place new polyline at the mouse cursor.
Left MB + ALT: Add new point to the first selected polyline at mouse cursor.
Right MB: Move seleted polylines in plane XY.
Right MB + CTRL: Rotate selected polylines around Z-axis in XY plane.
Right MB + SHIFT: Scale selected polylines uniformely in XY plane.
Sample: Súbor:CG1.Ex04.zip
Template: Súbor:CG1.Ex04.Template.zip

Implement 3 types of projection: orthogonal, perspective and parallel. Use Help to assign correct polyline to correct projection. Implement method to defined segment of projection line as projection of polyline 3(orange). Methods have to be a projections by definition and they also should be transparent to interaction with polylines(during rotation, scale or translate).
Materials
- projection and projection equations
- [arcsynthesis.org/gltut/Positionin/Tut04%20Perspective%20Projection.html projection from 2D to 1D]
Sample: Súbor:CG1.Ex05.zip
Template: Súbor:CG1.Ex05.Template.zip

@@ Riadok 99: / Riadok 99: @@
 * Materials
 ** [http://www.netgraphics.sk/projection projection and projection equations]
-** [http://arcsynthesis.org/gltut/Positionin/Tut04%20Perspective%20Projection.html projection from 2D to 1D]
+** [arcsynthesis.org/gltut/Positionin/Tut04%20Perspective%20Projection.html projection from 2D to 1D]
 * '''Sample''': [[File:CG1.Ex05.zip]]
 * '''Template''': [[File:CG1.Ex05.Template.zip]]