@article{Wang_Wang_2015, title={The Convergence of Some Products in the Adams Spectral Sequence}, volume={117}, url={https://www.mscand.dk/article/view/22871}, DOI={10.7146/math.scand.a-22871}, abstractNote={In this paper, we will use the family of homotopy elements $\zeta_n\in\pi_*S$, represented by $h_0b_n\in \operatorname{Ext}_A^{3,p^{n+1} q+q}(\mathsf{Z}_p, \mathsf{Z}_p)$ in the Adams spectral sequence, to detect a $\zeta_n$-related family $\gamma_{s+3}\beta_2\zeta_{n-1}$ in $\pi_*S$. Our main methods are the Adams spectral sequence and the May spectral sequence, here prime $p\geq 7$, $n>3$, $q=2(p-1)$. }, number={2}, journal={MATHEMATICA SCANDINAVICA}, author={Wang, Yuyu and Wang, Jianbo}, year={2015}, month={Dec.}, pages={304–319} }