The link between Lie algebras and Lie groups is a map with this name; that map involves applying this function to the infinitesimal elements of the Lie algebra, which are the generators of the Lie group.
The link between Lie algebras and Lie groups is a map with this name; that map involves applying this function to the infinitesimal elements of the Lie algebra, which are the generators of the Lie group. The BakerCampbellHausdorff formula gives a way to find the product of this function applied to two non-commuting operators. Applying this to two irrational algebraic numbers always results in a transcendental number according to the (*) GelfondSchneider theorem. Like the geometric distribution, the distribution with this name is memoryless, and its mean equals one over its rate parameter. This function solves the differential equation y equals y prime. For 10 points, name this function which is its own derivative and is the inverse function of the natural logarithm.
The link between Lie algebras and Lie groups is a map with this name; that map involves applying this function to the infinitesimal elements of the Lie algebra, which are the generators of the Lie group.
exponential function or distribution or map (accept e to the x or e to the negative x or other equivalents of exponential; accept exponentiating)