Corpus ID: 119591279

Fractal algebraic and linguistic structures generated by the Laurent series for the Gamma function near its negative poles

@article{Vieru2013FractalAA,
  title={Fractal algebraic and linguistic structures generated by the Laurent series for the Gamma function near its negative poles},
  author={Andrei Vieru},
  journal={arXiv: Number Theory},
  year={2013}
}
  • Andrei Vieru
  • Published 2013
  • Mathematics
  • arXiv: Number Theory
  • We give closed-form expressions for the Laurent series coefficients of the Gamma function near all its strictly negative singularities. These closed-form expressions are clearly self-similar. We briefly describe their algebraic and grammatical budding patterns. As the degree of the coefficient grows to infinity its global structure becomes a fractal. 

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