MODEL AND SIMULATION OF POPULATION DYNAMICS BASED ON FICTION FILM

Undead are creatures that have deceased but behave as if alive. Vampire, werewolf, zombie are some examples of undead creatures that the existence can be increased by transmitting infection to human (susceptible). In some folklore mentions that the existence of creatures such as vampire, werewolf...

Full description

Saved in:
Bibliographic Details
Main Author: Nurrizky, Insan
Format: Final Project
Language:Indonesia
Online Access:https://digilib.itb.ac.id/gdl/view/44317
Tags: Add Tag
No Tags, Be the first to tag this record!
Institution: Institut Teknologi Bandung
Language: Indonesia
id id-itb.:44317
spelling id-itb.:443172019-10-10T09:49:12ZMODEL AND SIMULATION OF POPULATION DYNAMICS BASED ON FICTION FILM Nurrizky, Insan Indonesia Final Project Infection, vampire, werewolf, zombie, equilibrium point, stability INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/44317 Undead are creatures that have deceased but behave as if alive. Vampire, werewolf, zombie are some examples of undead creatures that the existence can be increased by transmitting infection to human (susceptible). In some folklore mentions that the existence of creatures such as vampire, werewolf, and zombie are real. Different from modern society who believe that these creatures just horror fiction. This final project includes simulation cases what would happen if these creatures are real, assuming that population bomb from these creatures as spread of disease. Every cases are modeled by system of differential equations adapted from SIR model. Models divided into 2 i.e mathematical model in case spread of zombie infection and mathematical model in case spread of infection and interaction vampirewerewolf. Model analysis is done by finding equilibrium point and the stability. Numerical simulation are done by creating several cases in Underworld series with different parameter values. The simulation results can captured the phenomenon that occurs in the selected scenario. text
institution Institut Teknologi Bandung
building Institut Teknologi Bandung Library
continent Asia
country Indonesia
Indonesia
content_provider Institut Teknologi Bandung
collection Digital ITB
language Indonesia
description Undead are creatures that have deceased but behave as if alive. Vampire, werewolf, zombie are some examples of undead creatures that the existence can be increased by transmitting infection to human (susceptible). In some folklore mentions that the existence of creatures such as vampire, werewolf, and zombie are real. Different from modern society who believe that these creatures just horror fiction. This final project includes simulation cases what would happen if these creatures are real, assuming that population bomb from these creatures as spread of disease. Every cases are modeled by system of differential equations adapted from SIR model. Models divided into 2 i.e mathematical model in case spread of zombie infection and mathematical model in case spread of infection and interaction vampirewerewolf. Model analysis is done by finding equilibrium point and the stability. Numerical simulation are done by creating several cases in Underworld series with different parameter values. The simulation results can captured the phenomenon that occurs in the selected scenario.
format Final Project
author Nurrizky, Insan
spellingShingle Nurrizky, Insan
MODEL AND SIMULATION OF POPULATION DYNAMICS BASED ON FICTION FILM
author_facet Nurrizky, Insan
author_sort Nurrizky, Insan
title MODEL AND SIMULATION OF POPULATION DYNAMICS BASED ON FICTION FILM
title_short MODEL AND SIMULATION OF POPULATION DYNAMICS BASED ON FICTION FILM
title_full MODEL AND SIMULATION OF POPULATION DYNAMICS BASED ON FICTION FILM
title_fullStr MODEL AND SIMULATION OF POPULATION DYNAMICS BASED ON FICTION FILM
title_full_unstemmed MODEL AND SIMULATION OF POPULATION DYNAMICS BASED ON FICTION FILM
title_sort model and simulation of population dynamics based on fiction film
url https://digilib.itb.ac.id/gdl/view/44317
_version_ 1821999123903021056