Almost periodic functions serve as a powerful conceptual framework in analysing differential equations whose coefficients or forcing terms exhibit recurrent behaviour over time. Rooted in the ...
1 Department of Mathematics, York University Glendon College, Toronto, Canada. 2 North University Center at Baia Mare, Faculty of Science, Department of Mathemathics and Computer Science, Technical ...
Abstract: A complete formulation is proposed and described to solve integral equations in a stratified 1D-periodic environment. In particular, the 1D-periodic multilayered Green's functions are ...
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