One of these constructs defined on the reals is used to generate a probability distribution of a randomvariable defined on a probability space. Two of these constructs are known as the "discrete" and "trivial"varieties; those constructs refer to collections of sets over which measures are defined and are denoted bythe letter sigma. This word also refers to numbers that are roots of non-zero polynomials with rationalcoefficients and are thus the counterpart to transcendental numbers. Every non-constant single-variablepolynomial with complex coefficients has at least one complex root according to the fundamental theoremof this discipline. For 1
One of these constructs defined on the reals is used to generate a probability distribution of a randomvariable defined on a probability space. Two of these constructs are known as the "discrete" and "trivial"varieties; those constructs refer to collections of sets over which measures are defined and are denoted bythe letter sigma. This word also refers to numbers that are roots of non-zero polynomials with rationalcoefficients and are thus the counterpart to transcendental numbers. Every non-constant single-variablepolynomial with complex coefficients has at least one complex root according to the fundamental theoremof this discipline. For 10 points, name this discipline, the manipulation and solving of variables.
One of these constructs defined on the reals is used to generate a probability distribution of a randomvariable defined on a probability space.
algebra