Some Results Related with n—variables Non Conformable Fractional Derivatives

The present work introduces some results on functions of several variables in the fractional calculus setting. In addition to defining the non-conformable vector \( \alpha \) —operators: \( \alpha -\) gradient, \( \alpha -\) divergence and \( \alpha -\) rotational, the concept of non-conformable line \( \alpha \) —integral is introduced; also its properties are established. The relationship of this definition of fractional order with double integrals is also established in the same study scenario.