Search Results - "Egger, Philip"

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  1. 1

    Predictive models for response to non-invasive brain stimulation in stroke: A critical review of opportunities and pitfalls by Wessel, Maximilian J., Egger, Philip, Hummel, Friedhelm C.

    Published in Brain stimulation (01-11-2021)
    “…Noninvasive brain stimulation has been successfully applied to improve stroke-related impairments in different behavioral domains. Yet, clinical translation is…”
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    Journal Article
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    Disconnectomics of the Rich Club Impacts Motor Recovery After Stroke by Egger, Philip, Evangelista, Giorgia G., Koch, Philipp J., Park, Chang-Hyun, Levin-Gleba, Laura, Girard, Gabriel, Beanato, Elena, Lee, Jungsoo, Choirat, Christine, Guggisberg, Adrian G., Kim, Yun-Hee, Hummel, Friedhelm C.

    Published in Stroke (1970) (01-06-2021)
    “…Structural brain networks possess a few hubs, which are not only highly connected to the rest of the brain but are also highly connected to each other. These…”
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    Journal Article
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    Some Computations in K(2)-Local Stable Homotopy Theory at the Prime 2 by Egger, Philip

    Published 01-01-2016
    “…A common way of finding large-scale phenomena in the p-component of the stable homotopy groups of spheres requires finite CW-complexes in the stable category…”
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    Dissertation
  12. 12

    Towards the $K(2)$-local homotopy groups of $Z by Bhattacharya, Prasit, Egger, Philip

    Published 19-06-2017
    “…Algebr. Geom. Topol. 20 (2020) 1235-1277 Recently we introduced a class $\widetilde{\mathcal{Z}}$ of $2$-local finite spectra and showed that all spectra $Z\in…”
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    Journal Article
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    A class of $2$-local finite spectra which admit a $v_2^1$-self-map by Bhattacharya, Prasit, Egger, Philip

    Published 22-08-2016
    “…At the prime $2$, Behrens, Hill, Hopkins and Mahowald showed $M_2(1,4)$ admits $32$-periodic $v_2$-self-map and more recently authors joint with Mahowald…”
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    Journal Article
  14. 14

    Some Computations in K(2)-Local Stable Homotopy Theory at the Prime 2 by Egger, Philip

    “…A common way of finding large-scale phenomena in the p-component of the stable homotopy groups of spheres requires finite CW-complexes in the stable category…”
    Get full text
    Dissertation
  15. 15

    On the periodic $v_2$-self-map of $A_1 by Bhattacharya, Prasit, Egger, Philip, Mahowald, Mark

    Published 12-06-2014
    “…Algebr. Geom. Topol. 17 (2017) 657-692 We prove that the minimal $v_2$ self-map of the 2-local spectrum $A_1$ is 32 periodic…”
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    Journal Article