# Parigp binary trading

When some basic objects already exist in a variable that is incompatible parigp binary trading some function requirement, you can now create a new variable with a suitable priority instead of changing variables in existing objects:. Identical to x-floor x. The latter returns a malloced string, which should be freed after usage. If x is a row resp. This is not a substitution function.

In this case, if the argument is a rational function, the result is the Euclidean parigp binary trading of the numerator by the denominator, and if the argument is a vector or a matrix, the operation is done componentwise. Mod a, b In its basic form, creates an intmod or a polmod a mod b ; b must be an integer or a polynomial. To estimate recursively the size of x, use normlp x. If x is real, the result is in [0,1[. These variants all depend on a single internal generator, and are independent from parigp binary trading operating system's random number generators.

The components are counted, starting at 1, after these code words. Vec is parigp binary trading reciprocal function of Pol for a polynomial and of Ser for a power series. This function has no effect on integers, reals, intmods, fractions or p-adics.

If s is a vector, on the other hand, parigp binary trading coefficients of the vector are understood to be the coefficients of the power series starting from the constant term as in Polrev xand the precision d is ignored: Applied to a rational function, ceil x returns the Euclidean quotient of the numerator by the denominator. The numbering used is the standard lexicographic ordering, starting at 0. If x is a p-adic numbers or power series, the parigp binary trading is the exponent of the zero.

The main use of this function is when t is a vector: In this last case, Vec is the reciprocal function of Pol and Ser respectively. If s is a scalar, this gives a constant power series in v with parigp binary trading d.