in Honeybees via Switched Systems 42:40 On Critical nodes for Linear Quadratic Gaussian Graphon Mean Field Games 26:20 Solving dynamic user equilibrium by mean field routing game with explicit conges 48:09 Understanding data and agents' interaction patterns in large networks using GNNs 50:22 Weak...
in Honeybees via Switched Systems 42:40 On Critical nodes for Linear Quadratic Gaussian Graphon Mean Field Games 26:20 Solving dynamic user equilibrium by mean field routing game with explicit conges 48:09 Understanding data and agents' interaction patterns in large networks using GNNs 50:22 Weak...
But please note: by "can go wrong" I mean that the computation will produce an error; whenever it runs through, the result is mathematically correct.The function HeadOfLocalModule computes the unique irreducible quotient of a standard (which, just to remind you, is a huge module over a ...
In interval notation the domain of this function is x∈(−∞,−2)⋃(−2,∞). What about the range of this function? Observe that this graph does not have any horizontal asymptotes. Does that mean that this function can take on any value? No. The range of the function is t...
Asymptotic behaviour of a non-commutative rational series with a nonnegative linear representation We analyse the asymptotic behaviour in the mean of a non-commutative rational series, which originates from differential cryptanalysis, using tools from ... P Dumas,H Lipmaa,J Wallén - 《Discrete Mat...
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In the mean time, some aspects of the sl2 case of our program have been considered in [2]. We also became aware of the interesting papers =-=[32]-=-, in which integrable hierarchies similar to ours have been considered, from a different point of view. The program outlined above has ...
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For a degree 0 divisor D on X0(N), let D‾ denote the linear equivalence class of D in J0(N). By the order of D, we mean the order of D‾ in J0(N), i.e., the smallest positive integer n such that n⋅D is equal to the divisor of a meromorphic function on X0(N)...