Borel’s theorem

One additional result is needed, and it is derived in Appendix 2 of this chapter. This is Borel s theorem, which states ... 

This is the solution of the problem in transform space. We have a direct relationship between the transforms of the compliance and the modulus. This solution must now be returned to real space. Making use of Borel s theorem, equation (k), and the result derived in equation (e) gives the final result ... 

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