P. A. Griffiths established the so-called mixed endpoint conditions for variational problems with non-holonomic constraints. We will present some results in this context and discuss the inverse problem of calculus of variations.

We investigate the moduli theory of Calabi–Yau threefolds, and using Griffiths’ work on the period map, we derive some finiteness results. In particular, we confirm a prediction of Morrison’s Cone Conjecture.

the present paper provides the updated checklist of the genera and species in the subfamily alysiinae (hymenoptera: braconidae) from iran. a total of 55 species belonging to 13 genera have been listed, that had been recorded from 15 provinces. the recorded species belong to the genera alloea haliday, 1833 (one species), aphaereta foerster, 1862 (two species), aspilota foerster, 1862 (two specie...

Griffiths and Tenenbaum (2006) asked individuals to make predictions about the duration or extent of everyday events (e.g., cake baking times), and reported that predictions were optimal, employing Bayesian inference based on veridical prior distributions. Although the predictions conformed strikingly to statistics of the world, they reflect averages over many individuals. On the conjecture tha...