= Borys Kadets
{c}
<Borys Kadets> works on <algebraic geometry> and arithmetic questions involving <Galois groups>. His paper on <monodromy of hyperplane sections of a smooth curve> studies permutations of the intersection points between a projective curve and a moving hyperplane.<Sectional monodromy groups of projective curves by Borys Kadets>[Original byline and abstract]{ref}
For an appropriate irreducible projective curve in characteristic zero, the monodromy is the full <symmetric group>. In positive characteristic it can be smaller, and the paper analyzes these alternatives. This makes the characteristic of the coefficient field visible in how geometric intersection points can be permuted.<Sectional monodromy groups of projective curves by Borys Kadets>[Proposition 1.1, Lemma 2.2 and Remark 3.5]{ref}
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