The project market is open from Monday 19 February until Monday 5 March 2018. Only registered participants can apply for a project.

Below is given an overview of all the projects of Phase 2 of the 21st Internet Seminar.

• Project A - Functional Calculus for Rho-Contractions and the Nagy-Foias Model Theory (A. Bátkai)
• Project B - Bernstein Functions, Subordination, and Applications (C. Batty and D. Seifert)
• Project C - Functional Calculus for Perturbed Dirac Operators and the Kato Conjecture on the Real Line (M. Egert and R. Haller-Dintelmann)
• Project D - Counterexamples (B. Haak)
• Project E - C(K)-Functional Calculus (C. Le Merdy)
• Project F - Square Function Estimates for Elliptic Operators (E. Lorist, B. Nieraeth and R. Versendaal)
• Project G - The Weyl Functional Calculus (J. van Neerven and R. Versendaal)
• Project H - Sums of Closed Operators and Applications (A. Rhandi and C. Tacelli)
• Project I - Functional Calculus and Kreiss-Type Operators (F. Schwenninger)
• Project J - Some Aspects of the Inverse Generator Problem (C. Seifert)
• Project K - Approximation Theory of C₀-Semigroups (R. Stahn)
• Project L - Transference Principles 1 & 2 (S. Trostorff, J. Voigt and M. Waurick)
• Project M - The Numerical Range as a Spectral Set (H. Vogt)

Detailed descriptions of all projects can be found here.

The selection process for the second phase is now completed. Click here to visit the OLAT course for Phase 2.