This course offers a wide review of the history of Islamic architecture, tracing fifteen centuries of development across three continents — Asia, Africa, and Europe. Beginning with the House of the Prophet in Medina in the 7th century and culminating with the skyline of contemporary Dubai, the course presents architecture as both a material record and a cultural expression of the historical conditions in which Islam was formed, practiced, and continually reinterpreted.

Each session centers on a city, monument, or building type, while keeping sight of the larger narrative that links diverse regions and periods into a coherent story.  Lectures analyze form, construction techniques, materials, style, ornament, and decoration, as well as the social, religious, political, and cultural frameworks that shaped architectural production.  Particular emphasis is placed on the role of patronage and on the ways architecture served as a stage for identity, power, and community.

Cross-cultural exchanges are examined throughout, from the absorption of Late Antique traditions in early Islam to encounters with the West during the colonial and postcolonial eras. The course concludes by exploring the revival and reinvention of Islamic architecture in the modern age of nation-building, globalization, and rapid urban development.

MIT Certificate Protected Syllabus

4.603 UG / 4.604 G

Examines modern architecture, art, and design in the context of the political, economic, aesthetic, and cultural changes that occurred in the twentieth century. Presents foundational debates about social and technological aspects of modern architecture and the continuation of those debates into contemporary architecture. Incorporates varied techniques of historical and theoretical analysis to interpret exemplary objects, buildings, and cities of modernity.

Additional work required of students taking the graduate version.

MIT Certificate Protected Syllabus

Introduction to the history and interpretation of western art in a global context that explores painting, graphic arts and sculpture from the 15th century to the present. Engages diverse methodological perspectives to examine changing conceptions of art and the artist, and to investigate the plural meaning of artworks within the larger contexts of culture and history.

MIT Certificate Protected Syllabus

Selection of thesis topic, definition of method of approach, and preparation of thesis proposal in computation. Independent study supplemented by individual conference with faculty.

Students select thesis topic, define method of approach, and prepare thesis proposal for SMArchS Computation degree. Faculty supervision on a group basis. Intended for SMArchS Computation program students, prior to registration for 4.ThG.

Group discussions and presentation of ongoing graduate student research in the Computation program.

4.581 Proseminar in Computation (G) / 4.582 Research Seminar in Computation (G)

Introduction to traditions of research in design and computation scholarship.

4.582 Research Seminar in Computation

In-depth presentations of current research in design and computation.

Explores the varied nature, history and practice of computation in design through lectures, readings, small projects, discussions, and guest visits by Computation group faculty and others. Topics may vary from year to year. Aims to help students develop a critical awareness of different approaches to and assumptions about computation in design beyond the specifics of techniques and tools, and to open avenues for further research.

Class website

Develop independent projects in the study of digital media as it relates to architectural design. Students propose a project topic such as digital design tool, modeling and visualization, motion graphics, interactive design, design knowledge representation and media interface.

An in-depth introduction to shape grammars and their applications in architecture and related areas of design. Shapes in the algebras Ui j, in the algebras Vi j and Wi j incorporating labels and weights, and in algebras formed as composites of these. Rules and computations, shape and structure, designs.