claim

active

claim:a-successful-large-building-will-always-show-subtle-syncopation-of-regularity-combined-with-gentle-accommodation-to-the-land-with-a-continuous-range-of-scales-down-to-the-most-intimate-details

A successful large building will always show subtle syncopation of regularity combined with gentle accommodation to the land, with a continuous range of scales down to the most intimate details.

Summary of the geometric invariants that result from living process in large buildings.

Neighborhood — ranked by edge-count

Concepts (1)

concept

Nyingma Monastery Plan, Kathmandu
supports
A plan for a 300-monk monastery designed to grow out of the land, illustrating geometric features of living process.

Chapters (1)

chapter

Chapter 4: How Differently A Living Process Generates Large Public Buildings
mentions
The working unit chapter that presents Alexander's method for generating large public buildings through living process, illustrated by six major projects.

Related by similarity (8)

cosine ≥ 0.65 · no typed edge

Entities in the same semantic neighborhood but without a typed relation to this one — candidates for new edges or unrecognized duplicates.

In buildings, especially, the success of the process will be judged by the extent to which these middle-range entities appear with their own distinct symmetries, with their own definite and distinct force as strong centers.claim0.819
Proposes middle-range entity quality as the criterion for judging the success of a building process
Nearly all great traditional buildings contain such successful structure, making us believe that this differentiating process must have been a predictable and reliable process.claim0.801
Uses traditional architecture as evidence that the generative sequence is historically reliable
The existence of widely agreed‑upon lists of great buildings suggests a shared perception of life in buildings.claim0.799
Argues for intersubjective agreement about the quality of life.
The very same principles (positive space, alternating repetition, powerful centers) apply at every scale, from ornament to land and building structure.claim0.798
Universality of the geometric principles across scales.
Living structure is enormously susceptible to minor changes, and accuracy of detail is necessary for success.claim0.795
Warning that the recursion of centers requires extreme precision.
Big buildings overwhelm us not because of size but because the LEVELS OF SCALE are missing; in nature, they always preserve scale in relation to us.claim0.794
Interpretation that the absence of hierarchical scaling is the reason modern buildings feel inhuman.
A building which has profound feeling will also solve seemingly unrelated functional aspects.claim0.794
It is, indeed, this pattern of the middle-sized entities, which most strongly gives overall geometric order to the building. Without it, a building is very unlikely to be beautiful.claim0.793
Identifies the pattern of middle-range entities as the primary source of overall geometric order and beauty