The concept of L-Systems was created as base for axiomatic theory of biologic growth. L-systems are applied in computer graphics for fractal generation, as well as in models of biological structures and simulations of their growth. Within generic architecture, by applying L-systems, the natural growth mechanisms are used as generators of architectural geometry. After mathematical and logical explanations of the chosen generic concept of L-systems, this study examines its generic potential, which is the base for development of specific explorative tools in the field of architectural geometry. Within a wider research activity titled 'Generic Explorations', the original software parametric tools have been developed, allowing generation of a co...
In 1968 Aristid Lindenmayer proposed a series of mathematical constructs as a foundation for an axio...
This article is linked to the AMPARA Research Project, from FAUrb/UFPel, which deals with the constr...
Diplomsko delo opisuje L-sisteme. Začne se s kratkim opisom podobnih rešitev, znanih pred predstavit...
The concept of L-Systems was created as base for axiomatic theory of biologic growth. L-systems are ...
Magistrsko delo je sestavljeno iz dveh delov. Prvi del je nastal s sodelovanjem pri umetniškem proje...
This master thesis describes deterministic context-free L-systems and its context in procedural mode...
L-system is a tool commonly used for modeling and simulating the growth of fractal plants. The aim o...
W pracy opisano kilka ważnych aspektów geometrii fraktalnej, algorytmów L-systemów oraz teorii autom...
Parallel rewrite systems in the form of stringbased L-systems are used for modeling and visualizing ...
Biology is 3D. Therefore, it is important to be able to analyze phenomena in a spatiotemporal manner...
L-systems are widely used in the modelling of branching structures and the growth process of biologi...
Ungāru biologs-teorētiķis un botāniķis Aristids Lindenmeijers 1968. gadā nāca klajā ar formalizētu a...
Application of Genetic Programming and L-System method for the development of parallel rewrite syste...
This Bachelor's thesis deals with procedural generation of vegetation using L-systems. It represents...
Procedural modeling offers means for computer guided generation of graphical models in high quantity...
In 1968 Aristid Lindenmayer proposed a series of mathematical constructs as a foundation for an axio...
This article is linked to the AMPARA Research Project, from FAUrb/UFPel, which deals with the constr...
Diplomsko delo opisuje L-sisteme. Začne se s kratkim opisom podobnih rešitev, znanih pred predstavit...
The concept of L-Systems was created as base for axiomatic theory of biologic growth. L-systems are ...
Magistrsko delo je sestavljeno iz dveh delov. Prvi del je nastal s sodelovanjem pri umetniškem proje...
This master thesis describes deterministic context-free L-systems and its context in procedural mode...
L-system is a tool commonly used for modeling and simulating the growth of fractal plants. The aim o...
W pracy opisano kilka ważnych aspektów geometrii fraktalnej, algorytmów L-systemów oraz teorii autom...
Parallel rewrite systems in the form of stringbased L-systems are used for modeling and visualizing ...
Biology is 3D. Therefore, it is important to be able to analyze phenomena in a spatiotemporal manner...
L-systems are widely used in the modelling of branching structures and the growth process of biologi...
Ungāru biologs-teorētiķis un botāniķis Aristids Lindenmeijers 1968. gadā nāca klajā ar formalizētu a...
Application of Genetic Programming and L-System method for the development of parallel rewrite syste...
This Bachelor's thesis deals with procedural generation of vegetation using L-systems. It represents...
Procedural modeling offers means for computer guided generation of graphical models in high quantity...
In 1968 Aristid Lindenmayer proposed a series of mathematical constructs as a foundation for an axio...
This article is linked to the AMPARA Research Project, from FAUrb/UFPel, which deals with the constr...
Diplomsko delo opisuje L-sisteme. Začne se s kratkim opisom podobnih rešitev, znanih pred predstavit...