Rationalized evaluation subgroups of a map I: Sullivan models, derivations and G-sequences G Lupton, SB Smith
Journal of Pure and Applied Algebra 209 (1), 159-171, 2007
43 2007 Rationalized evaluation subgroups of a map II: Quillen models and adjoint maps G Lupton, SB Smith
Journal of Pure and Applied Algebra 209 (1), 173-188, 2007
29 2007 Rational evaluation subgroups. SB Smith
Mathematische Zeitschrift 221 (3), 387-400, 1996
27 1996 The homotopy theory of function spaces: a survey SB Smith
Homotopy theory of function spaces and related topics 519, 1, 2010
24 2010 Continuous trace C*-algebras, gauge groups and rationalization JR Klein, CL Schochet, SB Smith
Journal of Topology and Analysis 1 (03), 261-288, 2009
24 2009 The rational homotopy type of the space of self-equivalences of a fibration Y Félix, G Lupton, SB Smith
Homology, Homotopy and Applications 12 (2), 371-400, 2010
23 2010 The effect of cell-attachment on the group of self-equivalences of an -localized space M Benkhalifa, SB Smith
Journal of Homotopy and Related Structures 10, 549-564, 2015
18 2015 Banach algebras and rational homotopy theory G Lupton, N Phillips, C Schochet, S Smith
Transactions of the American Mathematical Society 361 (1), 267-295, 2009
17 2009 Rational homotopy of the space of self-maps of complexes with finitely many homotopy groups SB Smith
Transactions of the American Mathematical Society 342 (2), 895-915, 1994
17 1994 Whitehead products in function spaces: Quillen model formulae G Lupton, SB Smith
Journal of the Mathematical Society of Japan 62 (1), 49-81, 2010
13 2010 Criteria for components of a function space to be homotopy equivalent G Lupton, SB Smith
Mathematical Proceedings of the Cambridge Philosophical Society 145 (1), 95-106, 2008
11 2008 Realizing spaces as classifying spaces G Lupton, S Smith
Proceedings of the American Mathematical Society 144 (8), 3619-3633, 2016
10 2016 Rational type of classifying spaces for fibrations SB Smith
Contemporary Mathematics 274, 299-308, 2001
10 2001 Rational homotopy type of the classifying space for fibrewise self-equivalences U Buijs, S Smith
Proceedings of the American Mathematical Society 141 (6), 2153-2167, 2013
8 2013 The evaluation subgroup of a fibre inclusion G Lupton, SB Smith
Topology and its Applications 154 (6), 1107-1118, 2007
8 2007 The homotopy theory of function spaces: a survey. Homotopy theory of function spaces and related topics, 3–39 SB Smith
Contemp. Math 519, 0
8 Rational classification of simple function space components for flag manifolds SB Smith
Canadian Journal of Mathematics 49 (4), 855-864, 1997
7 1997 Rationalized evaluation subgroups of a map and the rationalized G-sequence G Lupton, SB Smith
arXiv preprint math/0309432, 2003
6 2003 A based Federer spectral sequence and the rational homotopy of function spaces SB Smith
manuscripta mathematica 93 (1), 59-66, 1997
6 1997 Rank of the fundamental group of any component of a function space G Lupton, S Smith
Proceedings of the American Mathematical Society 135 (8), 2649-2659, 2007
5 2007