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Section 3 uses the proposed method to solve the combined pricing and capacity expansion problem.
This paper examines a multi-period capacity expansion problem for rapid transit network design.
This paper deals with the electricity generation capacity expansion problem to minimize cost and water withdrawal.
It means a truncation expansion problem exists for nonviscously damped systems.
This paper addresses the intermodal freight network expansion problem consisting of multiple periods.
Additionally a finite element model of the ring expansion problem is built in ABAQUS/Explicit.
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In Section 4, we report numerical results by the proposed method for different scale capacity expansion problems.
These two models also can be applied to thermal expansion problems and guide the structure design of the composite materials.
However, even though many OPE schemes have been proposed, all suffer from security and ciphertext expansion problems.
This paper presents a unified theory for both cylindrical and spherical cavity expansion problems in cohesive-frictional micromorphic media.
Spectral analyses of these problems are examined as regards different aspects (eigenvalue problems, expansion problems with respect to eigenvalues, etc). in [5] [13].
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