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Quoting Rost, these divide into ”the even ones”, namely restriction and corestriction maps, and ”the odd ones”: it is required that M ( F ) should have the structure of a module
These denominators generate an elliptic divisibility sequence, a genus-1 analogue of more classical sequences such as Fibonacci or Mersenne, and the hypothesis, which they
Bousfield-Kan [3] proved the existence of a Z/p -completion for a simplicial set for every prime p in S. Moreover, Morel [23] showed that there is even a Z/p - model structure on
Further, we prove that the sequence of unique real zeros for the odd-degree FCP’s converges monotonically to the negative of the golden ratio, and that the zeros of the FCP’s
Horadam, Generating functions for powers of a certain generalised sequence of numbers, Duke Math.. Pita, More on Fibonomials, Proceedings of the XIV Conference on
Woan, A Combinatorial proof of a recursive relation of the Motzkin sequence by Lattice Paths Fibonacci Quart.. Published in Journal of Integer Sequences , February
Argues that, in spite of the centrality of reporting to the core activities of teaching and learning, current efforts to secure accountability appear to focus more on increasing
more realistic claim size distributions, our results show that even a small part using the Sobol’ sequence can produce a significant improvement (in our case a factor of 2–3) in
