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Hardness of LWE with Uniform Secrets and Error Distributions

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I have seen various papers discussing the security of the Learning with Errors problem with very small uniform secrets and errors but I have not found any papers on the general LWE problem with uniform secrets and errors within (-b,b) range where b < the LWE modulus q but not so small as to be binary or ternary. Is there a costing for the LWE problem for bounded secrets and errors when they are chosen from a uniform distribution?

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