If you liked The fundamental continuity theory of optimization on a compact space I by Murat R. Sertel, start with Membertship [sic] in two customs unions (1996), Membership in two customs unions, and Mitigation and financing of seismic risks (1899). These recommendations are drawn from the same author, shared genres, and reader overlap on BookOrb.

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Recommended next reads

  1. 1 Membertship [sic] in two customs unions 1996 · 22 pages · Murat R. Sertel, Muhamet Yildiz · Same author
  2. 2 Membership in two customs unions 22 pages · Murat R. Sertel · Same author
  3. 3 Mitigation and financing of seismic risks 1899 · 304 pages · Paul R. Kleindorfer, Murat R. Sertel · Same author
  4. 4 A formal framework and fundamental results for social analysis 1969 · 36 pages · Murat R. Sertel · Same author
  5. 5 Compactness and convexity of static contractual sets 1969 · 1 pages · Murat R. Sertel · Same author
  6. 6 Selecting a social choice rule 2000 · 42 pages · Murat R. Sertel · Same author
  7. 7 Semilinear (topological) Spaces and Applications 1971 · 90 pages · Murat R. Sertel · Same author
  8. 8 A four-flagged lemma 1971 · 1 pages · Murat R. Sertel · Same author
  9. 9 A belated note on LM, shifts in LM, and Keynes' minimum rate of interest 1969 · 1 pages · Murat R. Sertel · Same author
  10. 10 Topological Semivector Spaces; Convexity and Fixed Point Theory 2018 · 76 pages · Murat R. Sertel · Same author
  11. 11 Advances in economic design 2010 · 476 pages · Murat R. Sertel · Same author
  12. 12 Workers and incentives 1982 · 239 pages · Murat R. Sertel · Same author

Frequently asked questions

What should I read after The fundamental continuity theory of optimization on a compact space I?

BookOrb recommends Membertship [sic] in two customs unions (1996), Membership in two customs unions, Mitigation and financing of seismic risks (1899), A formal framework and fundamental results for social analysis (1969), and Compactness and convexity of static contractual sets (1969).

Are there books like The fundamental continuity theory of optimization on a compact space I?

Yes. The list on this page is ranked from the closest matches BookOrb has for The fundamental continuity theory of optimization on a compact space I.

Who wrote The fundamental continuity theory of optimization on a compact space I?

The fundamental continuity theory of optimization on a compact space I is by Murat R. Sertel.