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Display information for equation id:math.227057.33 on revision:227057

* Page found: Group cohomology (eq math.227057.33)

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Hash: b98e55edcce7765524865c9db8f062c0

TeX (original user input):

1\to A^G\to B^G\to C^G\to H^1(G,A) \to H^1(G,B) \to H^1(G,C).\,

TeX (checked):

1\to A^{G}\to B^{G}\to C^{G}\to H^{1}(G,A)\to H^{1}(G,B)\to H^{1}(G,C).\,

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SVG (11.649 KB / 3.428 KB) :

1 right-arrow upper A Superscript upper G Baseline right-arrow upper B Superscript upper G Baseline right-arrow upper C Superscript upper G Baseline right-arrow upper H Superscript 1 Baseline times left-parenthesis upper G comma upper A right-parenthesis right-arrow upper H Superscript 1 Baseline times left-parenthesis upper G comma upper B right-parenthesis right-arrow upper H Superscript 1 Baseline times left-parenthesis upper G comma upper C right-parenthesis period

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Translations to Computer Algebra Systems

Translation to Maple

In Maple: 1 = (A)^(G)= (B)^(G)= (C)^(G)= (H)^(1)*(G , A)= (H)^(1)*(G , B)= (H)^(1)*(G , C)

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Translation to Mathematica

In Mathematica: 1 -> (A)^(G)-> (B)^(G)-> (C)^(G)-> (H)^(1)*(G , A)-> (H)^(1)*(G , B)-> (H)^(1)*(G , C)

Information about the conversion process:


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Calculated based on the variables occurring on the entire Group cohomology page

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