What are the difficulties faced by students in learning algebra?

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How can we determine the positive definiteness of multivariable polyomial? Is there any MATLAB function available for that?

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Is there any research Mathematical perceptions depending on type of personalities?

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Matrix based scientific data analysis: extrapolating to matrices of sets?

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Best books to self study number theory and especially diophantine equations?

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Algebraic Loop Problem in PV array Solution?

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Is there a link between the Chu-construction and the Cayley-Dickson-construction ?

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What mathematics is needed to program quantum computers?

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4D rotations and rotors.. can a general expression be derived?

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How can to calculate the Computational complexity/cost (espatially, number of operations and space/memory cost) for an algorithm?

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Do you know a reference on action of Heisenberg-Weyl algebra on some basis states?

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Babitha K V

Once the concept is studied i think students have to try the problems in the respective concept so that he concept will be more understanding and interesting...one can suggest herstein or fraleigh for the reference

Romeo P.G

If you approach Algebra in the proper way, that is through number theory, I feel there is no room for any difficulty if you follow the usual rule of study maths that is learning by doing.

If any student feels any difficulty in Algebra it is because of the way they approx the subject or rather the wrong way the subject was introduced to them