Tag Archives: SymPy

With the help of sympy.divisor_sigma() method, we can find the divisor function for positive integer n. divisor_sigma(n, k) is equal to the sum of all… Read More »

With the help of sympy.reduced_totient() method, we can find the Carmichael reduced totient function or lambda(n) in SymPy. reduced_totient(n) or is the smallest m >… Read More »

With the help of sympy.totient() method, we can find Euler totient function or phi(n) of a given integer. Euler totient function is the number of… Read More »

With the help of sympy.antidivisors() method, we can find the anti-divisors of a given number in sorted order by default. Syntax: antidivisors(n, generator=False) Parameter: n… Read More »

With the help of sympy.antidivisor_count() method, we can find the count of anti-divisors of a given integer. Syntax: antidivisor_count(n) Parameter: n – It denotes an… Read More »

With the help of sympy.Interval().inf attribute, we can get the infimum value of the interval by using sympy.Interval().inf attribute. Syntax : sympy.Interval().inf Return : Return… Read More »

With the help of method, we can check whether a value is present in the interval or not by using sympy.Interval().contains() method. Syntax : sympy.Interval(x,… Read More »

With the help of sympy.Interval().intersect() method, we can get the intersection of two sets by using sympy.Interval().intersect() method. Syntax : sympy.Interval(x, y).intersect(Interval(x, y)) Return :… Read More »

With the help of sympy.divisors() method, we can find all the divisors of a given number in sorted order by default. Syntax: divisors(n, generator=False) Parameter:… Read More »

With the help of sympy.Pow() method, we can find a raised to the power of b where a and b are parameters to the method.… Read More »

With the help of sympy.primefactors() method, we can find the prime factors of a given number. Unlike factorint(), primefactors() does not return -1 or 0.… Read More »

With the help of sympy.divisor_count() method, we can count the number of divisors of the given integer. Syntax: divisor_count(n, modulus=1) Parameter: n – It denotes… Read More »

With the help of sympy.udivisors() method, we can find all the unitary divisors of a given number in sorted order by default. Syntax: udivisors(n, generator=False)… Read More »

With the help of sympy.udivisor_count() method, we can count the number of unitary divisors of the given integer. Syntax: udivisor_count(n, modulus=1) Parameter: n – It… Read More »

Polyhedron.array_form() : array_form() is a sympy Python library function that returns the indices of the corners of polyhedron. Syntax : sympy.combinatorics.Polyhedrons.Polyhedron.array_form() Return : indices of… Read More »