Hadi Zare

activity

20092021

most citedDeep Learning Approach on Information Diffusion in Heterogeneous Networks

56 citations · 223 across the 24 of their papers we have counts for

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Showing 2018Show all

4 papers · 1 filter

math.AT2018

On the image of the unstable Boardman map

Hadi Zare

We consider the `unstable Boardman map' (homomorphism if $k > 0$ ) $b : π^{m + k} Σ^{k} Ω^{l} S^{n + l} ≃ [Ω^{l} S^{n + l}, Ω^{k} S^{m + k}] ⟶ Hom (H_{*} Ω^{l} S^{n + l}, H_{*} Ω^{k} S^{m + k})$ def…

math.AT2018

Freudenthal theorem and spherical classes in $H_{*} Q S^{0}$

Hadi Zare

This note is on spherical classes in $H_{*} (Q S^{0}; k)$ when $k = Z, Z / p$ with a special focus on the case of $p = 2$ related to Curtis conjecture. We apply Freudenthal the…

math.AT2018

Filtered finiteness of the image of the unstable Hurewicz homomorphism with applications to bordism of immersions

Hadi Zare

After recent work of Hill, Hopkins, and Ravenel on the Kervaire invariant one problem, as well as Adams' solution of the Hopf invariant one problem, an immediate consequence of Cur…

math.AT2018

On Freudenthal theorem, Kahn-Priddy Theorem, and Curits conjecture

Hadi Zare

We verify Curtis conjecture on a class of elements of $_{2} π_{*}^{s}$ that satisfy a certain factorisation property. To be more precise, suppose $f \in_{2} π_{n}^{s}$ pulls back to $g\in{_2π…

On the image of the unstable Boardman map

Freudenthal theorem and spherical classes in H∗​QS0

Filtered finiteness of the image of the unstable Hurewicz homomorphism with applications to bordism of immersions

On Freudenthal theorem, Kahn-Priddy Theorem, and Curits conjecture

Freudenthal theorem and spherical classes in $H_{*} Q S^{0}$