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$A_{\Delta }^{*2}$ {\displaystyle A_{\Delta }^{*2}} en.wikipedia.org Visit source

$A^{\star 2}$ {\displaystyle A^{\star 2}} en.wikipedia.org Visit source

$A^{\star 2}$ {\displaystyle A^{\star 2}} en.wikipedia.org Visit source

$\{a_{1},b_{1}\},\{a_{1},b_{2}\},\{a_{2},b_{1}\},\{a_{2},b_{2}\}$ {\displaystyle \{a_{1},b_{1}\},\{a_{1},b_{2}\},\{a_{2},b_{1}\},\{a_{2},b_{2}\}} en.wikipedia.org Visit source

$A_{\Delta }^{*2}$ {\displaystyle A_{\Delta }^{*2}} en.wikipedia.org Visit source

$A=\{\emptyset ,\{a\},\{b\},\{a,b\}\}$ {\displaystyle A=\{\emptyset ,\{a\},\{b\},\{a,b\}\}} en.wikipedia.org Visit source

$\{a_{1},b_{2}\},\{a_{2},b_{1}\}$ {\displaystyle \{a_{1},b_{2}\},\{a_{2},b_{1}\}} en.wikipedia.org Visit source

$A_{\Delta }^{*2}$ {\displaystyle A_{\Delta }^{*2}} en.wikipedia.org Visit source

$A=\{\emptyset ,\{a\},\{b\}\}$ {\displaystyle A=\{\emptyset ,\{a\},\{b\}\}} en.wikipedia.org Visit source

$A^{\star 2}=\{\emptyset ,\{a_{1}\},\{a_{2}\},\{a_{1},a_{2}\}\}$ {\displaystyle A^{\star 2}=\{\emptyset ,\{a_{1}\},\{a_{2}\},\{a_{1},a_{2}\}\}} en.wikipedia.org Visit source

$A_{\Delta }^{*2}:=\{\emptyset ,\{a_{1}\},\{a_{2}\}\}$ {\displaystyle A_{\Delta }^{*2}:=\{\emptyset ,\{a_{1}\},\{a_{2}\}\}} en.wikipedia.org Visit source

$A=\{\emptyset ,\{a\}\}$ {\displaystyle A=\{\emptyset ,\{a\}\}} en.wikipedia.org Visit source

$A_{\Delta }^{*2}:=\{a_{1}\sqcup a_{2}:a_{1},a_{2}\in A,a_{1}\cap a_{2}=\emptyset \}$ {\displaystyle A_{\Delta }^{*2}:=\{a_{1}\sqcup a_{2}:a_{1},a_{2}\in A,a_{1}\cap a_{2}=\emptyset \}} en.wikipedia.org Visit source

$\eta _{\pi }(S^{n-1})=n$ {\displaystyle \eta _{\pi }(S^{n-1})=n} en.wikipedia.org Visit source

$S^{n-1}$ {\displaystyle S^{n-1}} en.wikipedia.org Visit source

$S^{0}$ {\displaystyle S^{0}} en.wikipedia.org Visit source

$S^{2}$ {\displaystyle S^{2}} en.wikipedia.org Visit source

$S^{0}$ {\displaystyle S^{0}} en.wikipedia.org Visit source

$\eta _{\pi }(A*B)=2$ {\displaystyle \eta _{\pi }(A*B)=2} en.wikipedia.org Visit source

$A*B$ {\displaystyle A*B} en.wikipedia.org Visit source

$\eta _{\pi }(A)=\eta _{\pi }(B)=1$ {\displaystyle \eta _{\pi }(A)=\eta _{\pi }(B)=1} en.wikipedia.org Visit source

$A=B=S^{0}$ {\displaystyle A=B=S^{0}} en.wikipedia.org Visit source

$\eta _{\pi }(A*B)\geq \eta _{\pi }(A)+\eta _{\pi }(B)$ {\displaystyle \eta _{\pi }(A*B)\geq \eta _{\pi }(A)+\eta _{\pi }(B)} en.wikipedia.org Visit source

$\eta _{\pi }$ {\displaystyle \eta _{\pi }} en.wikipedia.org Visit source

$A,B$ {\displaystyle A,B} en.wikipedia.org Visit source

${\displaystyle {\widetilde {H}}_{n}(A\star B)\cong H_{n-1}(A\wedge B)\ {\bigl (}=H_{n-1}(A\times B/A\vee B){\b…$ {\displaystyle {\widetilde {H}}_{n}(A\star B)\cong H_{n-1}(A\wedge B)\ {\bigl (}=H_{n-1}(A\times B/A\vee B){\b… en.wikipedia.org Visit source

$A\star B\simeq \Sigma (A\wedge B).$ {\displaystyle A\star B\simeq \Sigma (A\wedge B).} en.wikipedia.org Visit source

${A\star \{b_{0}\}\cup \{a_{0}\}\star B}$ {\displaystyle {A\star \{b_{0}\}\cup \{a_{0}\}\star B}} en.wikipedia.org Visit source

$\Sigma (A\wedge B)$ {\displaystyle \Sigma (A\wedge B)} en.wikipedia.org Visit source

${\frac {A\star B}{A\star \{b_{0}\}\cup \{a_{0}\}\star B}}$ {\displaystyle {\frac {A\star B}{A\star \{b_{0}\}\cup \{a_{0}\}\star B}}} en.wikipedia.org Visit source

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