school_projects

Projects in : Python, Java, Matlab, Alloy, Promela

Java Projects :

• Electrical Circuit (Individual)

  • Recreate classes to build a electrical circuit board:
    • Circuit
    • Receptacle
    • Appliance
  • Develop a panel simulator to implement circuit system

• Graduation (Individual)

  • Created a program that holds a curriculum using:
    • a graph
  • Searches for:
    • its prerequisites
    • the schedule with the quickest graduation
  • Uses depth-search first algorithm in Java

• Investing (Individual)

  • Program that allows a client to:
    • Open an account
    • Purchase shares of a stock
    • Sell shares of a stock
    • Display your current portfolio
    • Close your account
  • Brokerage:
    • handles the investor's portfolio
    • display the investor's portfolio alphabetical order or numerical order using comparator and comparable functions
  • Portfolio includes their stocks and their money.

Python Projects :

• Pokemon (Individual)

  • Program that simulates the game of Pokemon. Main sets up game: Plays Pokemon game by prompting user for info, using decks as heaps, Pokemon as objects, and recursive functions for battling the Pokemon

• Road Trip (Individual)

  • Program takes in data involving a road trip and determines the number of stops needed to take and which stations to stop at using classes

• Expression Trees (Individual)

  • Creates, computes, and prints expressions using binary expression trees

• Farmer Eddie (Individual)

  • farmerEddie implements functions and classes from myList in order to play the farmer eddie game. Prompts the user for a file name and uses its content to create two wheels for the game. It prompts the user for a random seed value and plays the game.

• Mobiles (Individual)

  • Uses trees and recursion to build mobiles with rods and balls in Python.

• Rainbow Tables & Hashing (Individual)

  • An interface for producing and using rainbow tables that reads in a list of passwords from a file and generates hashes for each possible password. The info is stored into a hash table where the hash is used as a key and the value at that hash is the password

Matlab Projects:

• Singular Value Thresholding (Individual)

  • Implement singular value thresholding algorithm from scientific journal that contained pseudocode & various conditions
  • Recreate experimental results and apply it to real data of distances between cities in the US
  • Generates plots and recreates tables.
  • Written summary of results and generated tables.

• Reflector (Group)

  • Program that represents a 2D reflector as a curve in the plane using spline interpolation
  • Compare numerical and graphical results
  • Analyze errors
  • Developed in a team
  • Use of source codes and scientific journal

• The Lane-Emden Equation (Group)

  • Implement astrphysical model using 4th-order runga kutta method, collaboration, and a scientific paper.
  • Apply dimensional analysis
  • Modify equation:
    • To achieve hydrostatic equilibrium for a spherically symmetric object
    • Applying certain conditions
    • To allow it to represent the state of a white dwarf star
  • Compute potential energy, mass, and moment of inertia of the star.
  • Plot mass and radius relation of the star
  • Collaborate in team
  • Use of source codes and scientific journal

• Supply & Demand (Individual)

  • Represent a holiday market
  • Adjusted economical model to allow it take into various factors and vary those factors to handle different cases into account:
    • high/low saturation
    • high/low thresholds
    • highlow countability
    • high/low demand
    • high/low cost of resources
    • high/low price fluctuations
  • Modify model to allow market to be
    • saturated
    • in equilibrium
  • Uses oscillatory functions
  • Generate graphics such as:
    • nullclines
    • 3D phase portraits
    • time series graphs

• White Comiskey Model (Individual)

  • Study, manipulate, and implement White-Comiskey model
  • Generate various graphics such as:
    • bifurcation diagrams
    • directional fields
    • phase portraits
    • time series graphs
  • Comparing the probability of becoming a drug user and the death/removal rate of a drug users

• FitzHugh-Nagumo (Individual)

  • Excitable and oscillatory dynamics can be described using 1D and 2D ordinary differential equations
  • A few excitable Dynamical systems are forest fires and chemical reactions
  • Large activity occurs until it reaches equilibrium. Perturbations can help describe the behavior
  • A couple oscillatory systems describe the behavior of cells and neurons
  • Their behavior oscillates periodically over time, but it never grows or decays
  • Collaborate ideas with other classmates

• El Niño-Southern Oscillation Model (ENSO) (Individual)

  • Uses control feedback strategy that can steer the system toward particular equilibrium points, control chaotic behavior, and help the system be more stable
  • Generates graphics such as:
    • phase portraits
    • bifurcation and stability graphs
    • time series graph
  • Compares the results by pertrubing and varying parameters within the model.
  • Written report.
  • Collaborate ideas with other classmates

• Cancer Cell Model (Individual)

  • Generates graphics for a 2D cancer model.