notation convention of vectors in differential calculus and integration

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Recently I've been reviewing my calculus 2 materials and noticed a strange inconsistency in the notation. So, in differential calculus, a vector is usually noted as a column vector, but in Lebesgue-Integration, they are noted as row vectors. Is this just a convention, or is there some meaning to this im missing?

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Integration and differential calculus are closely releted topics and there is no reason why one should use row vectors in one and column vectors in the other. The choice between row vectors in one and column vectors is a personal one and one can use either one in any topic.