doi:10.1088/1367-2630/11/9/093006 Abstract. The current distribution of language size in terms of speaker population is generally described using a lognormal distribution. Analyzing the original real data we show how the double-Pareto lognormal distribution can give an alternative fit that indicates the existence of a power law tail. A simple Monte Carlo model is constructed based on the processes of competition and fragmentation. The results reproduce the power law tails of the real distribution well and give better results for a poorly connected topology of interactions. Contents 1. Statistical analysis of the distribution of languages 4 2. Interaction versus fragmentation
Attempts to describe language competition and extinction in a mathematical way have enjoyed increase...
Many patterns displayed by the distribution of human linguistic groups are similar to the ecological...
Pronunciation time probability density and hazard functions from large speeded word nam-ing data set...
Standard statistical models of language fail to capture one of the most striking properties of natur...
Abstract: The bit-string model of Schulze and Stauer (2005) is applied to non-equilibrium situations...
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When the sizes of language families of the world, measured by the number of languages contained in e...
The size distribution of the language populations in New Guinea, which represent over 15 % of the wo...
In the present contribution, we propose a possible way to discuss the distributions of words in a gi...
Entities involve important concepts with concrete meanings and play important roles in numerous ling...
An important phenomenon observed in the evolution of languages in the real world is the scale-merit ...
Using the Schulze model for Monte Carlo simulations of language competition, we include a barrier be...
Recently, I became interested in a current debate over whether le size distribu-tions are best model...
We consider the spreading and competition of languages that are spoken by a population of individual...
This paper describes a population model for word frequency distributions based on the Zipf-Mandelbro...
Attempts to describe language competition and extinction in a mathematical way have enjoyed increase...
Many patterns displayed by the distribution of human linguistic groups are similar to the ecological...
Pronunciation time probability density and hazard functions from large speeded word nam-ing data set...
Standard statistical models of language fail to capture one of the most striking properties of natur...
Abstract: The bit-string model of Schulze and Stauer (2005) is applied to non-equilibrium situations...
The similarity of the evolution of human languages (or alphabets, bird songs, >...) to biological ev...
When the sizes of language families of the world, measured by the number of languages contained in e...
The size distribution of the language populations in New Guinea, which represent over 15 % of the wo...
In the present contribution, we propose a possible way to discuss the distributions of words in a gi...
Entities involve important concepts with concrete meanings and play important roles in numerous ling...
An important phenomenon observed in the evolution of languages in the real world is the scale-merit ...
Using the Schulze model for Monte Carlo simulations of language competition, we include a barrier be...
Recently, I became interested in a current debate over whether le size distribu-tions are best model...
We consider the spreading and competition of languages that are spoken by a population of individual...
This paper describes a population model for word frequency distributions based on the Zipf-Mandelbro...
Attempts to describe language competition and extinction in a mathematical way have enjoyed increase...
Many patterns displayed by the distribution of human linguistic groups are similar to the ecological...
Pronunciation time probability density and hazard functions from large speeded word nam-ing data set...