C. Arpesella, H. O. Back, M. Balata, G. Bellini, J. Benziger, S. Bonetti, A. Brigatti, B. Caccianiga, L. Cadonati, F. Calaprice, C. Carraro, G. Cecchet, A. Chavarria, M. Chen, F. Dalnoki-Veress, D. DÁngelo, A. de Bari, A. de Bellefon, H. de Kerret, A. Derbin, M. Deutsch, A. di Credico, G. di Pietro, R. Eisenstein, F. Elisei, A. Etenko, R. Fernholz, K. Fomenko, R. Ford, D. Franco, B. Freudiger, ...

In this article I show that every special Lagrangian cone in C 3 determines, and is determined by, a primitive harmonic surface in the 6-symmetric space SU3/SO2. For cones over tori, this allows us to use the classification theory of harmonic tori to describe the construction of all the corresponding special Lagrangian cones. A parameter count is given for the space of these, and some of the ex...

We provide a simple algebraic construction of the twistor spaces of arbitrary Joyce’s self-dual metrics on the 4-manifold H 2 × T 2 that extend smoothly to nCP, the connected sum of complex projective planes. Indeed, we explicitly realize projective models of the twistor spaces of arbitrary Joyce metrics on nCP in a CP-bundle over CP, and show that they contain the twistor spaces of H 2 × T 2 a...

Thagard, P. (forthcoming). Artistic genius and creative cognition. INTRODUCTION There are highly creative people in all domains of human productivity, including scientific discovery, technological invention, social innovation, and artistic imagination. All of these kinds of creativity require mental operations that generate ideas and other products that are both new and valuable. The main quest...