Exp In Mathematica
Exp z is also the unique solution of the equation df dz f z with f 0 1.
Exp in mathematica. The mathematica trajectory it s come a long way in three decades. Integrate does not do integrals the way people do. Mathematica the natural exponential function the natural exponential function in mathematica is exp. The general exponential function general exponential expressions may be computed using the operator or by putting the exponent in superscript position over the base.
Instead it uses powerful general algorithms that often involve very sophisticated math. The exponential function is the entire function defined by exp z e z 1 where e is the solution of the equation int 1 xdt t so that e x 2 718. Log gives the natural logarithm of an expression. For real values of x in the interval inf inf y is in the interval 0 inf for complex values of x y is complex.
It calls mathematica s integrate function which represents a huge amount of mathematical and computational research. The exponential function is implemented in the wolfram language as exp z. There are a couple of approaches that it most commonly takes. The exponential function exp x is converted to e x.
The 500 functions from mathematica 1 are still in mathematica 12 but there are now nearly 6 000 as well as a huge range of important new ideas that dramatically extend the vision and scope of the system. Revolutionary knowledge based programming language. Exponential values returned as a scalar vector matrix or multidimensional array. Exp z gives the exponential of z.
The data type of y is the same as that of x. Hands on start to wolfram mathematica. Expansion and simplification of complicated expressions involving e may require use of functions such as functionexpand and fullsimplify. When e is used as a symbol it is propagated as an exact quantity.
Exp z 1523 formulas primary definition 1 formula specific values 213 formulas general characteristics 8 formulas series representations 34 formulas integral representations 2 formulas product representations 1 formula limit representations 4 formulas continued fraction representations 6 formulas.