Characterization of symmetric linear functionals as the simplest polynomials. The proof of the theory that every symmetric continuous linear functional on the complex space L (0,1) can be represented as the Lebesgue integral, multiplied by a constant.
При низкой оригинальности работы "Symmetric continuous linear functionals on complex space L (0,1)", Вы можете повысить уникальность этой работы до 80-100%
