“2d. Saving space: (a) By the utilization of the large volume of space contained in the slopes of roofs… (b) by the reduction of floor thickness… (c) by the utilization of space (as on shipboard) for lockers, cupboards, closets, etc… (d) by the use of thin partitions… and (e) by elimination of corridors… so that the least possible area may be required for communication.”

— Ernest Flagg

Introduction
Small Houses: Their Economic Design and Construction (1922)

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Ernest Flagg 65

American architect 1857–1947

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“One of the most ancient and inexpensive ways of obtaining shelter, was to utilize the space under sloping roof rafters.”

Ernest Flagg (1857–1947) American architect

Small Houses: Their Economic Design and Construction (1922)
Context: One of the most ancient and inexpensive ways of obtaining shelter, was to utilize the space under sloping roof rafters. Indian wigwams have no other kind. Where civilization is slightly more advanced, low stone walls are built upon which the feet of the rafters rest.<!--Ch. III

“[Life space was defined as] the totality of facts which determine the behavior (B) of an individual (or group/organization) at a certain moment. The life space (L) represents the totality of possible events. The life space includes the person (P) and the environment (E). B = f(L) = f”

Kurt Lewin (1890–1947) German-American psychologist

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Source: 1930s, Principles of topological psychology, 1936, p. 216 as cited in: David Boje, Bernard Burnes, John Hassard (2012) The Routledge Companion to Organizational Change. p. 34.

“The central problem of architecture is space. Space is essential for the individual and for the community. This is equally true for the small space (the capsule) as well as for the large space”

Justus Dahinden (1925) Swiss architect

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Justus Dahinden Architektur - Architecture (Krämer Publ. 1987), ISBN 3-7828-1601-3

“Space and space again, is the infinite deity which surrounds us and in which we are ourselves contained.”

Max Beckmann (1884–1950) German painter, draftsman, printmaker, sculptor and writer

Source: 1930s, On my Painting (1938), p. 12

“[speaking about a Persian rug…] how modern their conception of space was! They understood it in the seventeenth century; we are only just beginning to re-understand it in the twentieth – see how they mesh the vines, the tendrils, the flowers with space and utilize these linked forms to create wholeness and radiance.”

Arshile Gorky (1904–1948) Armenian-American painter

Source: 1942 - 1948, Arshile Gorky, – Goats on the roof' (2009), p. 359: in: 'A visit to the Metropolitan Museum with Gorky', Ethel Schwabacher, 1947

“There is a smallest unit of space. Its minimum value is given by the cube of the Planck length… If you take a volume of space and measure it to a very fine precision… It has to fall into some discrete series of numbers, just like the energy of an electron in an atom. …we can calculate the discrete areas and volumes from the theory.”

Lee Smolin (1955) American cosmologist

"Loop Quantum Gravity," The New Humanists: Science at the Edge (2003)

“How can art be realized? Out of volumes, motion, spaces bounded by the great space, the universe. Out of different masses, tight, heavy, middling - indicated by variations of size or color - directional line - vectors which represent speeds, velocities, accelerations, forces, etc...”

Alexander Calder (1898–1976) American artist

these directions making between them meaningful angles, and senses, together defining one big conclusion or many. Spaces, volumes, suggested by the smallest means in contrast to their mass, or even including them, juxtaposed, pierced by vectors, crossed by speeds. Nothing at all of this is fixed. Each element able to move, to stir, to oscillate, to come and go in its relationships with the other elements in its universe. It must not be just a fleeting moment but a physical bond between the varying events in life. Not extractions, but abstractions. Abstractions that are like nothing in life except in their manner of reacting.
1930s, How Can Art Be Realized? (1932)

“[T]he space constant K… "curvature" may in principle at least be determined by measurement on the surface, without recourse to its embodiment in a higher dimensional space.”

Howard P. Robertson (1903–1961) American mathematician and physicist

Geometry as a Branch of Physics (1949)

“You can see the existence of these beautiful signed languages which are incredibly visual, and they require space, they require space to grow.”

Emilio Insolera (1979) Actor and film producer

Transcript of Emilio Insolera on BBC Radio (October 9, 2017)

“The key insight of the approach is to consider that social action takes place in arenas, what may be called fields, domains, sectors, or organized social spaces… Fields contain collective actors who try to produce a system of domination in that space. To do so requires the production of a local culture that defines local social relations between actors.”

Neil Fligstein (1951) American sociologist

Source: The architecture of markets, 2001, p. 15

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