Evaluating Mappings for Cellular Automata Music
نویسندگان
چکیده
We discuss the importance of choosing the right mapping for music composition generated from underlying ALife and emergent algorithms. Emergent algorithms are popular with composers both because their visual beauty inspires the composer, and because they can generate complexity from simple algorithm rules. Simple mappings to MIDI are preferred as they give a composer more control and predictability. However the wrong simple mapping may produce trivial music, and can fail to capture the visual aesthetic of the emergent phenomena in the music. Furthermore the mappings need some method of evaluation. To illustrate these issues we use the example of the Game of Life (GL). A polar co-ordinate mapping is introduced and we argue it is superior to previous GL mappings when both its simplicity and its visualaesthetic capture is considered. This mapping is evaluated by comparing it to linear mappings using Zipf’s Law and using a basic measure of structurality.
منابع مشابه
Capturing the Aesthetic: Radial Mappings for Cellular Automata Music
We introduce and demonstrate a new mapping for generating music from the 2D Cellular Automata “Game of Life” (GL). The core of this mapping is based on a polar co-ordinate system with origin at the GL grid centre. Such a polar approach is designed to better capture the radial symmetry inherent in the rule set for GL. The radial symmetry of the GL rule set is key to the visual experience of obse...
متن کاملEdge Detection Based On Nearest Neighbor Linear Cellular Automata Rules and Fuzzy Rule Based System
Edge Detection is an important task for sharpening the boundary of images to detect the region of interest. This paper applies a linear cellular automata rules and a Mamdani Fuzzy inference model for edge detection in both monochromatic and the RGB images. In the uniform cellular automata a transition matrix has been developed for edge detection. The Results have been compared to the ...
متن کاملRepresenting Reversible Cellular Automata with Reversible Block Cellular Automata
Cellular automata are mappings over infinite lattices such that each cell is updated according to the states around it and a unique local function. Block permutations are mappings that generalize a given permutation of blocks (finite arrays of fixed size) to a given partition of the lattice in blocks. We prove that any d-dimensional reversible cellular automaton can be expressed as the composit...
متن کاملEdge Detection Based On Nearest Neighbor Linear Cellular Automata Rules and Fuzzy Rule Based System
Edge Detection is an important task for sharpening the boundary of images to detect the region of interest. This paper applies a linear cellular automata rules and a Mamdani Fuzzy inference model for edge detection in both monochromatic and the RGB images. In the uniform cellular automata a transition matrix has been developed for edge detection. The Results have been compared to the ...
متن کاملDesign of low power random number generators for quantum-dot cellular automata
Quantum-dot cellular automata (QCA) are a promising nanotechnology to implement digital circuits at the nanoscale. Devices based on QCA have the advantages of faster speed, lower power consumption, and greatly reduced sizes. In this paper, we are presented the circuits, which generate random numbers in QCA. Random numbers have many uses in science, art, statistics, cryptography, gaming, gambli...
متن کامل