Verzia zo dňa a času 01:14, 16. október 2011

Obsah

On every seminar we will program algorithms to prearranged template.
As a programming language we will use C#, environment Visual C# 2010 Express, alternative - MonoDevelop (Linux / Mac OSX)
You should format and comment your code. Titles of functions, classes, variables should be representative for their purpose.
Cheating in homework or project 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.
Tutors of practical seminars are
- Matej Hudak (subseth.mato@gmail.com)
- Juraj Onderik (wonderik@gmail.com)

As a homework, you will program what we could not finish during exercise. Assignment and template will be online to download.
Homework must be submitted by email to cg1.2011.hw@gmail.com every week until next monday 23:59.
You can get a maximum of 3 points per homework. Late submission is for 0 points.
It is required to submit 'source code of your homework executable files are optional. Homework without source code is for 0 points!

Each student should implement a project until 15.1.2012. Assignment for this project will be online soon. You can get a maximum of 12 points for this project.
It is required to submit also source code of your project not only .exe files. Project without source code is for 0 points! You should format and comment your code. Titles of functions, classes and variables should be representative for their purpose.

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]

@@ Riadok 45: / Riadok 45: @@
 ** '''F12''': Navigate to definition/declaration of object/class...
 ** '''CTRL + Space''': List members of object/class after "." or parameters of method after "("
 === Exercise02 [27/28.9] "Vectors and Matrices" ===
@@ Riadok 60: / Riadok 59: @@
 ** Final sample [[File:Ex2.zip]]
 ** template for homework [[File:Temp.zip]]
 === Exercise03 [04/05.10] "Transformations 1" ===
@@ Riadok 75: / Riadok 73: @@
 ** template for homework and seminar - [[File:TemplateEx3.zip]]
 ** Inverse Matrix: [http://www.cg.info.hiroshima-cu.ac.jp/~miyazaki/knowledge/teche23.html]
 === Exercise04 [04/05.10] "Transformations 2" (Onderik) ===