Abstract
A boundary-value problem for a three-dimensional Helmholtz equation in a domain shaped as an unbounded rectangular wedge is under consideration. An exact solution to this boundary-value problem is constructed in the form of a packed block element necessary for investigating more complex and even mixed problems for block structures. Packed blocks are joined into a block structure by creating quotient topologies of the topological spaces of blocks, and the equivalence relations are interblock boundary conditions.
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