ISOMETRIES OF GL-SPACES by Edwards, C, Ruttimann, G

The ARIEL space mission by Pascale, E, Bezawada, N, Barstow, J, Beaulieu, J, Bowles, N, Coudé Du Foresto, V, Coustenis, A, Decin, L, Drossart, P, Eccleston, P, Encrenaz, T, Forget, F, Griffin, M, Güdel, M, Hartogh, P, Heske, A, Lagage, P, Leconte, J, Malaguti, P, Micela, G, Middleton, K, Min, M, Moneti, A, Morales, J, Ollivier, M, Pace, E, Pilbratt, G, Puig, L, Rataj, M, Ray, T, Ribas, I, Rocchetto, M, Sarkar, S, Selsis, F, Taylor, W, Tennyson, J, Tinetti, G, Turrini, D, Vandenbussche, B, Venot, O, Waldmann, I, Wolkenberg, P, Wright, G, Zapatero Osorio, M, Zingales, T, Papageorgiou, A, Mugnai, L

“…The Atmospheric Remote-Sensing Infrared Exoplanet Large-survey, ARIEL, has been selected to be the next M4 space mission in the ESA Cosmic Vision programme. …”

Poetry of inner space by Shamma, Y

“…</p> <p>In what follows, works by Frank O’Hara, Ted Berrigan, Alice Notley and Ron Padgett are contextualized and closely read for form, with an attention to the shaping propensity of inhabited spaces. While it is agreed that the external environment has the potential to influence shapes and forms of writing, domestic spaces also offer parameters which are traceable onto the page.…”

Categoricity and covering spaces by Harris, A

Space and the parietal cortex. by Husain, M, Nachev, P

Galileo and the topological space by Ardener, E

Lectures on space-time by Priest, S

THE SINGULARITIES OF H-SPACE by Tod, K

AN EXAMPLE OF AN H-SPACE by Sparling, G, Tod, K

COMPLETION OF CHRONOLOGICAL SPACE by Woodhous, N

THE THEORY OF H-SPACE by Ko, M, Ludvigsen, M, Newman, E, Tod, K

A taste for space by Taylor, A, Beauchamp, J, Briand, L, Demaria Pesce, V, Heer, M, Hummel, T, McGrane, S, Margot, C, Pieters, S, Pittia, P, Spence, C

Cubature on Wiener space by Lyons, T, Victoir, N

KAHLERIAN TWISTOR SPACES by Hitchin, N

The symmetries of outer space by Bridson, M, Vogtmann, K

“…For n≥3, the natural map Out(Fn)→Aut(Kn) from the outer automorphism group of the free group of rank n to the group of simplicial automorphisms of the spine of outer space is an isomorphism. © 2006 Duke University Press.…”

Making space for cycling by Castañeda, P, Montero Munoz, S

“…Critical cycling research has scrutinized the uneven effects of the cycling investments and emerging geographies. Making space for experimentation is therefore key to envision alternative mobile futures in the cities. …”

Curved twistor spaces by Ward, R, Ward, R. S.

“…</p> <p>Chapter 3 deals with left-handed (i.e. anti-self-dual) electromagnetic fields and describes in some detail the associated curved twistor spaces. It is shown how holomorphic functions on the curved spaces give rise to "charged" zero-rest-mass fields on space-time. …”

CONFORMAL EINSTEIN-SPACES by Kozameh, C, Newman, E, Tod, K

“…In particular, we present a new set of two necessary and sufficient conditions for a space to be conformal to an Einstein space. The first condition defines the class of spaces conformal to C spaces, whereas the last one (the vanishing of the Bach tensor) gives the particular subclass of C spaces which are conformally related to Einstein spaces. © 1985 Plenum Publishing Corporation.…”

Receptacles (Regions in space) by Uzquiano, G

Space in monoidal categories by Tull, S, Heunen, C, Enrique Moliner, P

“…The category of Hilbert modules may be interpreted as a naive quantum field theory over a base space. Open subsets of the base space are recovered as idempotent subunits, which form a meet-semilattice in any firm braided monoidal category. …”