Robert L. Bryant, Duke University, Durham, NC.Mark L. Green, University of California, Los Angeles, CA.

• Part 1: J. Carlson, M. Green, and P. Griffiths, Variations of Hodge structure considered as an exterior and differential system: Old and new resultsM. Green and M. Kerr, Introduction from Mumford-Tate groups and domains: Their geometry and arithmeticM. Green and M. Kerr, Introduction from Introduction to Hodge theory, complex geometry, and representation theoryE. Berger, R. Bryant, and P. Griffiths, The Gauss equations and rigidity of isometric embeddingsR. L. Bryant, P. A. Griffiths, and D. Yang, Characteristics and existence of isometric embeddingsM. Green, P. Griffiths, and C. Robles, Extremal degenerations of polarized Hodge structuresP. Griffiths, C. Robles, and D. Toledo, Quotients of non-classical flag domains are not algebraicM. Green, P. Griffiths, and M. Kerr, Neron models and boundary components for degenerations of Hodge structure of mirror quintic typeM. Green, P. Griffiths, and M. Kerr, Neron models and limits of Abel-Jacobi mappingsPart 2: M. Green, P. A. Griffiths, and K. H. Paranjape, Cycles over fields of transcendence degree 1M. Green and P. Griffiths, Hodge-theoretic invariants for algebraic cyclesM. Green and P. Griffiths, An interesting 0-cycleM. Green and P. Griffiths, Formal deformation of Chow groupsM. Green and P. Griffiths, On the tangent space to the space of algebraic cycles on a smooth algebraic varietyM. Green and P. Griffiths, Algebraic cycles and singularities of normal functions, IM. Green and P. Griffiths, Algebraic cycles and singularities of normal functions, II.