Francesco Noseda

  • Citations Per Year
Learn More
For applications in algebraic geometric codes, an explicit description of bases of Riemann-Roch spaces of divisors on function fields over finite fields is needed. We give an algorithm to compute such bases for one point divisors, and Weierstrass semigroups over an optimal tower of function fields. We also explicitly compute Weierstrass semigroups till(More)
In four girls, selected during three years of ambulatory observations, the evolution of repeated upper respiratory tract infection events, under the immunologic aspect, has been studied. The group of girls, with age between 13 and 16 years, practically formed a small casuistry, as an experimental recruitment. With the aim to find the causes of the told(More)
To Her, still a mystery to me. Every human product, as small as it may be, is of course a social and collective product. Having said that, it is a real pleasure for me to express my personal gratitude to all those persons that directly made this thesis possible with their explanations and suggestions. I thank Loriano Bonora for introducing me to the theory(More)
The eventuality that a particular emotional involvement could weigh heavily on a person's psychophysical welfare, assuming a complementary role in the appearance of clinically noticeable pathologies (infections, allergies, neoplasms) has been object of several hypotheses which have been confirmed in researches on animals. Our research, by examining an(More)
For applications in algebraic geometric codes, an explicit description of bases of Riemann-Roch spaces of divisors on function fields over finite fields is needed. We give an algorithm to compute such bases for one-point divisors, and Weierstrass semigroups over an optimal tower of function fields. We also explicitly compute Weierstrass semigroups till(More)
  • 1