• English
    • Latviešu
    • Deutsch
    • русский
  • Help
  • Deutsch 
    • English
    • Latviešu
    • Deutsch
    • русский
  • Einloggen
Dokumentanzeige 
  •   DSpace Startseite
  • B4 – LU fakultātes / Faculties of the UL
  • B --- Bij. Fizikas, matemātikas un optometrijas fakultātes studentu noslēguma darbi / Faculty of Physics, Mathematics and Optometry - Graduate works
  • Bakalaura un maģistra darbi (FMOF) / Bachelor's and Master's theses
  • Dokumentanzeige
  •   DSpace Startseite
  • B4 – LU fakultātes / Faculties of the UL
  • B --- Bij. Fizikas, matemātikas un optometrijas fakultātes studentu noslēguma darbi / Faculty of Physics, Mathematics and Optometry - Graduate works
  • Bakalaura un maģistra darbi (FMOF) / Bachelor's and Master's theses
  • Dokumentanzeige
JavaScript is disabled for your browser. Some features of this site may not work without it.

Mandelbrota kopas vizualizēšana

Thumbnail
Öffnen
304-9139-Dzelde_Martins_DatZ010246.pdf (11.90Mb)
Autor
Dzelde, Mārtiņš
Co-author
Latvijas Universitāte. Fizikas un matemātikas fakultāte
Advisor
Ķikusts, Paulis
Datum
2008
Metadata
Zur Langanzeige
Zusammenfassung
Šaja darba rakstits par Mandelbrota kopas vizualizešanas variacijam, izmantojot dažadas krasu pieškiršanas metodes. Klasiska metode iteraciju skaitam piekarto krasu no iepriekš definetas krasu paletes. Darba tiek apskatitas kopas attelošanas metodes modificejot vai nu krasas pieškiršanas algoritmu vai ari Mandelbrota funkciju, kuras uzsver citas Mandelbrota kopas ipašibas. Darba praktiska dala ietver programmas veidošanu un rakstišanu, ar kuras palidzibu var eksperimentali parbaudit dažadas attelošanas metodes. Darba ir aprakstitas gan eksperimentu rezultati, gan pašas programmas lietošanas iespejas. Atslegvardi: Mandelbrots, fraktali, attels, datora programma
 
This paper describes various visualisation methods of the Mandelbrot set by using different colour assigning methods and algorithms. Classical method is to use only the number of iterations needed for the initial value to escape and assign a colour according to a pre-defined colour palette (gradient). This paper groups various colouring methods, which involve either changing the algorithm of assigning a colour or modifying the Mandelbrot function itself. These various methods tend to emphasize different characteristics of the Mandelbrot set. Practical part of this paper involves designing and writing the program, which enable the author to perform specific mathematical experiments described in the theoretical part. This paper describes results of the experiments as well as the use of the programmes functionality.
 
URI
https://dspace.lu.lv/dspace/handle/7/19830
Collections
  • Bakalaura un maģistra darbi (FMOF) / Bachelor's and Master's theses [2775]

University of Latvia
Kontakt | Feedback abschicken
Theme by 
@mire NV
 

 

Stöbern

Gesamter BestandBereiche & SammlungenErscheinungsdatumAutorenTitelnSchlagwortenDiese SammlungErscheinungsdatumAutorenTitelnSchlagworten

Mein Benutzerkonto

Einloggen

Statistik

Benutzungsstatistik

University of Latvia
Kontakt | Feedback abschicken
Theme by 
@mire NV