rathureqpy 0.1.32

Manipulating lists and basic mathematical functions

Rathureqpy - A Python Utility Library

Rathureqpy is a Python library that provides a set of useful functions for a variety of tasks including list manipulation, mathematical operations, logical operations, statistical measures, and more.

Installation

You can install Rathureqpy by running:

bash pip install rathureqpy

Features

List Operations

• zero(number): Returns a list of zeros with the specified length.

• prod(L, a): Returns a new list with each element of L multiplied by a.

• addl(*args): Adds corresponding elements from multiple lists of equal length.

• linespace(start, end, step): Generates a list of evenly spaced values between start and end with a given step.

• array(start, end, n): Generates an array of n evenly spaced values between start and end.

• uni(*lists): Flattens multiple lists into a single list.

• uniwd(*lists): Flattens multiple lists into a single list and removes duplicates.

• inter(*lists): Returns the intersection of multiple lists.

• uniq(L): Returns a list with unique elements from L.

• moy(L): Returns the mean of a list L.

• sum_int(start, end): Returns the sum of integers between start and end.

• randl(min, max, n): Generates a list of n random integers between min and max.

• shuffle_list(L): Returns a shuffled version of L.

• filtrer(L, condition): Filters L based on a condition.

• chunk(L, n): Splits L into chunks of size n.

• partition(L, condition): Partitions L into two lists based on a condition.

Logical Operations

• binr(n): Converts an integer n to its binary representation as a string.

• change_base(value, inp_base, out_base): Converts value from inp_base to out_base.

• divisor_list(n): Returns a list of divisors of n.

• dicho(start, end, f, eps): Performs binary search to find the root of the function f in the interval [start, end] with an error tolerance eps.

• size(point_A, point_B): Calculates the distance between two points A and B in a 2D space.

Constants

• pi: Returns the constant \u03C0.

• e: Returns the constant e.

• tau: Returns the constant \u03C4 (2\u03C0).

Mathematical Operations

• abs(x): Returns the absolute value of x.

• cos(x): Returns the cosine of x.

• sin(x): Returns the sine of x.

• log(x, base=e()): Returns the logarithm of x to the specified base.

• exp(x): Returns the exponential of x.

• sqrt(x): Returns the square root of x.

• facto(n): Returns the factorial of n.

• floor(x): Returns the largest integer less than or equal to x.

• ceil(x): Returns the smallest integer greater than or equal to x.

• rint(x): Returns the integer closest to x (rounding halfway cases away from zero).

• gcd(a, b): Returns the greatest common divisor of a and b.

• lcm(a, b): Returns the least common multiple of a and b.

• is_prime(n): Checks if n is a prime number.

• integ(f, a, b, N) : Calculates the integral of f from a to b using the trapezoidal rule, with a sign adjustment if a > b

Statistical Measures

• variance(L): Returns the variance of the list L.

• ecart_type(L): Returns the standard deviation of the list L.

• mediane(L): Returns the median of the list L.

• decomp(n): Returns the prime factorization of n as a list of tuples.

• list_prime(n): Returns a list of all prime numbers up to n.

• pascal_row(n): Returns the n-th row of Pascal's Triangle.

Contribute and Bugs

If you encounter any bugs or would like to contribute to the project, feel free to open an issue or submit a pull request. Contributions are always welcome!

email : [e-mail]

Made by Arthur Quersin

Change log

0.0.1 (26/01/2025)

First release

0.0.2 (27/01/2025)

Second release (stable)

0.0.3 (31/01/2025)

Third release (stable, I hope)

0.0.4 (31/01/2025)

Fourth release (stable, I hope 2)

0.0.5 (02/02/2025)

Fith release, with a lot of new fonctions

0.1.2 (18/02/2025)

A new release with, again, a lot of new and useful functions including : - subindex

- pascal_row

- list_prime

- decomp

0.1.21 (24/03/2025)

Fixing readme file

0.1.22 (24/03/2025)

Fixing readme file

0.1.32 (29/04/2025)

• Removed apply() because it duplicated functionality of map()

• Changed rathureqpy.pi(), rathureqpy.e(), and rathureqpy.tau() to rathureqpy.pi, rathureqpy.e, and rathureqpy.tau (variables instead of functions)

• Added integ(f, a, b, N) to calculate the integral using the trapezoidal rule, with sign adjustment if a > b