Difference between revisions of "Groupprops:Survey questions list"

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* [http://www.surveymonkey.com/s/tabular-proof-format Survey on tabular proof formats]
 
* [http://www.surveymonkey.com/s/tabular-proof-format Survey on tabular proof formats]
 
* [http://www.surveymonkey.com/s/subwiki-error-report Error report]
 
* [http://www.surveymonkey.com/s/subwiki-error-report Error report]
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==User feedback about the website==
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===What are you looking for?===
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 +
{{#widget:SurveyMonkey
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|sm=K0h2Ip75vp4nXNlHE1G7Mw_3d_3d
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|width=800
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|height=350
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}}
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===Did you find what you're looking for?===
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{{#widget:SurveyMonkey
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|sm=SsnWaAtWgxglle9xgrT0VA_3d_3d
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|width=800
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|height=450
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}}
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==Surveys about user profile==
 
==Surveys about user profile==
  
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}}
 
}}
  
==User feedback about the website==
 
 
===What are you looking for?===
 
 
{{#widget:SurveyMonkey
 
|sm=K0h2Ip75vp4nXNlHE1G7Mw_3d_3d
 
|width=800
 
|height=350
 
}}
 
  
===Did you find what you're looking for?===
 
{{#widget:SurveyMonkey
 
|sm=SsnWaAtWgxglle9xgrT0VA_3d_3d
 
|width=800
 
|height=450
 
}}
 
  
 
==Pop quiz questions in group theory==
 
==Pop quiz questions in group theory==

Revision as of 01:00, 20 December 2011

All these survey questions are collected independently, so user answers to one question are not linked to user answers to other questions. You can submit answers to whichever of these you want.

You can also take the following off-site multiple question surveys (all links will open in new tabs/windows):

User feedback about the website

What are you looking for?

Did you find what you're looking for?

Surveys about user profile

User background

Math references name recognition


Pop quiz questions in group theory

After you submit your response, you will be shown the correct answer and also given information about how others responded to the question.

Pop quiz question on degrees of irreducible representations

Pop quiz question on field of realization of irreducible representations

Pop quiz question on abelian groups and subgroup generated

Pop quiz question on the stand-out symmetric group