Stuck your root node into a Java JTree and can't get it out? Try a DefaultTreeModel.

Use Unix's SCCS to help you keep track of all your project files.

I started compiling notes for my classes and posting them here. These notes are for topics that I feel may not have been explained very clearly in class or in the text. Also posted are things that might provide a useful reference in the future.

ICS 311 - Algorithms & Data Structures
ICS 312 - Machine Level Programming

ICS 111 Summer 1999
ICS 111 Summer 2000
- websites for the summer sessions while I was the TA. Besides having some notes of interest to beginning Java programmers, useful references include:

JBuilder w/ Projects and Applets
File Input & Output

I'm currently studying computer science at the University of Hawaii. Below is a link to the ICS department.

University of Hawaii Department of Information & Computer Sciences Home Page

Java Resources:

(See The Java Page)

C++ Resources:

C++ for Java Programmers
C++ Programming Style Guidelines
C++ Coding Standard
SGI Standard Template Library Programmer's Guide
Technomagi C++ Links

Documentation Systems:
CcDoc
Doc++: A Documentation System for C/C++ and Java
Doxygen (GNU) documentation system for C++, Java, and C

Compilers:
GCC home page (Unix, Linux)
Free Borland C++Builder Compiler (Windows)
Cygwin (GNU development tools & utilities for Windows)

Other Computer Resources:

W3Schools.com (Free Web Building Tutorials)
OpenSSH - Open source secure shell software

Patterns in a Nutshell - Introducing design patterns.
Design Patterns - Pattern details and examples (C++, Java).
Java Design Patterns - Index of related links
The Design Patterns Java Companion

xUnit testing framework for different languages.

Tower of Hanoi links
- Applet example of the Tower of Hanoi puzzle.
- Mathematical approach involving the minimum number of moves required for solving the puzzle.
- A simple explanation for working out recursive solutions.

Recursion and Tower of Hanoi - This page also has a good intro to recursion and uses Tower of Hanoi to illustrate. Although I think there's a small error in the algorithm description of Tower of Hanoi in step 1, the principles are explained very well.

Career Resources:

Resumes & Interviewing:
Wetfeet.com
Monster.com

Relocation Salary Calculator
Yahoo! Real Estate - City Comparison
Financial Planning - Basic Budget Worksheet

Last modified: 5/19/01

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