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Optimal Economic Growth with Exhaustible Resources

(3.11) Now using (3.2) we get –0 cc 3 ka r3–1+3(3–1) ka rs3–2 r +q8 ko-1 rs3–1 k=53 ka rs3–1or-occo (3–1)rr-Hakk=ö.(3.12) Thus, any optimal trajectory must ...

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