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2 | got more specific | ||
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False Belief: "The suspension spectrum map from spaces to (edit: symmetric) spectra preserves smash-products" The facts that one denotes the smash product of spectra and the smash product of a space with a spectrum (levelwise) with the same $\wedge$ and tends to leave away the $\Sigma^\infty$ when one embeds a space into spectra are also not helpful in getting used to the harsh reality that the above is wrong. |
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1 | [made Community Wiki] | ||
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False Belief: "The suspension spectrum map from spaces to spectra preserves smash-products" The facts that one denotes the smash product of spectra and the smash product of a space with a spectrum (levelwise) with the same $\wedge$ and tends to leave away the $\Sigma^\infty$ when one embeds a space into spectra are also not helpful in getting used to the harsh reality that the above is wrong. |
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