Asian Posted December 27, 2006 Share Posted December 27, 2006 What is the best strategy to take towards a Geometry-Related Proof? Link to comment Share on other sites More sharing options...
the tree Posted December 27, 2006 Share Posted December 27, 2006 Same with any proof. Look at the given parameters, and note what conclusions can immediately be taken from them. Link to comment Share on other sites More sharing options...
ajb Posted January 5, 2007 Share Posted January 5, 2007 Well, I am not sure exactly what you are asking, but in modern geometry one is often interested in how geometric objects on a manifold M (tensor fields, densities, connections etc.) transform, usually under the diffeomorphism group of M or a subgroup of it. So, depending on exactly what you want to prove, being very clear on what type of objects you have to deal with (identified by how they transform) is important. Link to comment Share on other sites More sharing options...
Ragib Posted January 6, 2007 Share Posted January 6, 2007 Well, by looking at the nature of Asians other threads, it seems he meant Basic Deductive Geometry, such as showing 2 triangles are similar etc. Look at what information you have. What can be deducted from those. Sum it all together, make a conclusion. Exactly what the tree said. Link to comment Share on other sites More sharing options...
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