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Homology of a spectrum

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#homology-cohomology #stable-homotopy-theory #spectra
209
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Spectrum of the operator $T \in \mathcal{L}(L^2(\Bbb{R}_+))$ defined by $(Tf)(x)=(1−e^{−x})f(x)$

Published on
#functional-analysis #hilbert-spaces #spectral-theory #spectra
63
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Symmetric spectrum associated to a ring

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#algebraic-geometry #algebraic-topology #homotopy-theory #stable-homotopy-theory #spectra
150
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Basic question about the definition of the homology of a spectrum

Published on
#algebraic-topology #homology-cohomology #spectra
119
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A problem with a definition of homology of a spectrum

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#algebraic-topology #spectral-sequences #spectra
182
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Homotopy fixed points of KU

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#algebraic-topology #homotopy-theory #topological-k-theory #spectra
203
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Edge homomorphisms for Atiyah-Hirzebruch spectral sequence for a spectrum $X$

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#algebraic-topology #spectral-sequences #spectra
132
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There is given spectrum for $\phi$. Find such $\psi$ with spectrum with special property.

Published on
#logic #model-theory #first-order-logic #spectra
181
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Calculating the extraordinary cohomology of $\mathbb{C}P^n$

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#algebraic-topology #homotopy-theory #spectral-sequences #stable-homotopy-theory #spectra
141
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Defining coefficient ring of a cohomology theory

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#algebraic-topology #stable-homotopy-theory #spectra
99
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Stable homotopy groups commute with inverse limit

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#algebraic-topology #homotopy-theory #stable-homotopy-theory #spectra
70
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Induction preserves weak equivalences

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#algebraic-topology #homotopy-theory #stable-homotopy-theory #spectra #equivariant-topology
135
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If Spectra are analogous to chain complexes, why do we have both $KG(\mathbb{Z}), \mathbb{S}$

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#algebraic-topology #derived-categories #spectra
91
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When is a $p$-local spectrum zero?

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#algebraic-topology #stable-homotopy-theory #spectra
129
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Why does a stable category admitting finite limits, filtered colimits and $\Sigma$ admit pushouts?

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#algebraic-topology #reference-request #stable-homotopy-theory #spectra

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