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Please correct me if I am wrong. To my understanding , given a '##m##' multivariate set of equations in '##n##' variables in a integer field '##F##' is hard to solve, even in case of ##MQ(multiquadratic)## usually with field having characteristic as '##2##'. Where in case of ##DEHP(Diophatine Equation Hard Problem)## , it is a multivariate congruence with odd modulo field.

I would like to know that , is DEHP a case of multivariate hard problem with some large odd characteristic and a single equation.

I would like to know that , is DEHP a case of multivariate hard problem with some large odd characteristic and a single equation.

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