Σσ Θθ Γγ Δδ ω ψ χ φ σ ρ π ξ ν μ λ θ η ζ ε δ γ β α λψχργΔεζμησΓβπΩφωΣαΘνθξδ →スマホ版は別⾴

These allow us to con- struct, in this paper, a Randers, Kropina and Matsumoto space of second order and also to give the L-dual of these special Finsler spaces of order two,

Then, we prove the model admits periodic traveling wave solutions connect- ing this periodic steady state to the uniform steady state u = 1 by applying center manifold reduction and

This gives a bijection between the characters [ν ] ∈ [λ/µ] with maximal first part and arbitrary characters [ξ] ∈ [ˆ λ/µ] with ˆ λ/µ the skew diagram obtained by removing

This paper is a sequel to [1] where the existence of homoclinic solutions was proved for a family of singular Hamiltonian systems which were subjected to almost periodic forcing...

A sequence α in an additively written abelian group G is called a minimal zero-sum sequence if its sum is the zero element of G and none of its proper subsequences has sum zero..

Next we integrate out all original domain wall indices α, β, γ, · · · and we get the effective weight function of M at each coarse grained (renormalized) dual link, where M is

COVERING PROPERTIES OF MEROMORPHIC FUNCTIONS 581 In this section we consider Euclidean triangles ∆ with sides a, b, c and angles α, β, γ opposite to these sides.. Then (57) implies

Poisson algebras of geodesic functions for the bordered Riemann surfaces Σ g,δ 1 and Σ g,δ 2 that differ only by distributions of marked points among their boundary components