[PDF] Top 20 Rational SO(2) equivariant spectra
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Rational SO(2) equivariant spectra
... Rational equivariant cohomology ...of equivariant cohomology theories, and gives a rather complete analysis for one class of ...G-spectra, so that the category of G-equivariant ... See full document
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An algebraic model for rational torus equivariant spectra
... the equivariant case, when we rationalize a G-spectrum, considerably more structure remains than in the non-equivariant ...expect rational representation theory to play a role in understanding ... See full document
60
An algebraic model for free rational G-spectra
... First note that the inclusion of the torsion modules into the injective model structure H ∗ ( ˜ BN )[ W ]-mod inj (before cellularization) is a left Quillen functor since it preserves homology isomorphisms and ... See full document
11
The Balmer spectrum of rational equivariant cohomoloy theories
... = SO(3) then all elements of order 2 are conjugate, and we may take K to be generated by a half turn around the ...order 2 (actually a singleton) and the reflections (forming a space homeomorphic to ... See full document
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Rational S^1-equivariant elliptic cohomology
... 2.A. Geometry of formal groups. Before bringing the cohomology theory into the pic- ture, we introduce the geometric language. When all schemes are affine, the geometric language is equivalent to the ring ... See full document
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Circle-equivariant classifying spaces and the rational equivariant sigma genus
... In Part 3 we reformulate the results of Part 2 in geometric terms. We explain our Thom iso- morphism using the analytic geometry of the elliptic curve C and the invariant theory of [Loo76], proving the conjecture ... See full document
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Rational equivariant cohomology theories with toral support
... of rational G-spectra in algebraic ...[1, 2, 3] and SO(3) ...of rational G-spectra and differential graded objects in a certain abelian category ... See full document
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An algebraic model for rational torus-equivariant spectra
... Remark 3.2. McClure also points out that spectra like this do not admit an action of the equivariant linear isometries operad on a complete universe. The analogous state- ment for finite groups of ... See full document
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An algebraic model for rational torus equivariant spectra
... the equivariant case, when we rationalize a G-spectrum, considerably more structure remains than in the non-equivariant ...expect rational representation theory to play a role in understanding ... See full document
60
Rational torus-equivariant stable homotopy III: Comparison of models
... for rational torus-equivariant spectra The purpose of this section is to record the consequences of the general theory for the special case relevant to rational G-spectra where G is an ... See full document
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Equivariant dynamical systems
... A Weak G-Transversality Isotopy Theorem This sectio~ is devoted to a proof ot a generalisation of Thom's Isotopy theorem to certain situations involving equivariant maps.The definition o[r] ... See full document
218
Equivariant configuration spaces
... \ 2 and then stretch [0, 1 \ 2] to [0, 1] ; the proof of transversality needed here is a simplified version of the proof given ...\ 2 by induction ... See full document
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Equivariant calculus of functors and Z/2 analyticity of Real algebraic K theory
... to spectra are studied extensively in [McC97], and play a crucial role in the fundamental relationship between algebraic K-theory and topological cyclic ... See full document
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GKM theory of rationally smooth group embeddings
... Chapter 2: Here we devote ourselves to the study of rational cells, our basic building ...the equivariant cohomology of any Q -filtrable GKM variety (Theorem ... See full document
136
The Crisis of Financialisation in Ireland
... and rational investments shifted subtly over time so that property lending was translated into a rational investment, encouraged by market dynamics such as increased bank profits, rising share prices ... See full document
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Gromov Witten Invariants: Crepant Resolutions and Simple Flops
... The string theories of [Sym n (S)] and Hilb n (S) are expected to be equivalent. In order to make this precise in mathematics, Ruan [R] proposes the Cohomological Crepant Resolution Conjec- ture (CCRC), which asserts ... See full document
104
The Grothendieck Riemann Roch theorem for group scheme actions
... The aim of this section is to formulate and to prove the Adams-Riemann-Roch theorem for G -projective local complete intersection morphisms. For this, we first recall the definition of Adams operations and of Bott ... See full document
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Equivariant cobordism and K theory
... -*G defined on the category of compact cohomology theories h G-spaces with base point.. denotes the one point.[r] ... See full document
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Equivariant Tensors on Polar Manifolds
... For the exceptional types E and F we use a computer. The Poincar´e series can be computed from the character table, which comes already computed in the package CHEVIE. We find explicit basic invariants very similar to ... See full document
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Quantitative 13C MultiCP solid-state NMR as a tool for evaluation of cellulose crystallinity index measured directly inside sugarcane biomass
... The possibility of obtaining a virtually pure cellulose spectrum allows using a deconvolution-based approach to evaluate the CI of cellulose. To do so, based on Refs. [9, 11, 14], line 7 in Fig. 3, which is ... See full document
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