Python2 was my first programming language to learn (~2018 AD). Around 2019/2020, I transitioned to Python 3.8 and started to create my own projects.
My most interesting & creative calculator using my own optimizations. It performs advanced math INCREDIBLY FAST and is specialized in partial sums.
My Python3 Script Collection. This repository houses a variety of powerful, efficient, and easy-to-use Python scripts for handling different tasks.
Algorithms written for a competition in Computer Science. They produce complex geometrical shapes. The underlying procedures take different parameters to create various patterns.
A library facilitating polynomial operations and display. The polynomial class inherits most properties of the list but is indexed differently. It also includes custom methods and overloads.
STATEMENTS:_______________________________________
Declaring polynomials.------------------
W= polynomial([9.64,9.6])
...declarations of Q, P...
R= polynomial()
Assigning & deleting--------------------
W[1]= 1; W[0]= 2
R.append(1)
R += [5,6]
R[::-1]= [4,5,6]
R.pop(1)
del R[0]
R.clear()
EXPRESSIONS:______________________________________
Expression Output
Q 2x³ +3x² +4x +5.0
W(10) 12
-Q -2x³ -3x² -4x -5.0
17.0 -P -x² -2x +16.0
Q -17.7 2x³ +3x² +4x -12.7
Q -W 2x³ +3x² +3x +3.0
Q*2.5 5.0x³ +7.5x² +10.0x +12.5
Q*P 2x⁵ +7x⁴ +12x³ +16.0x² +14.0x +5.0
W/2.879 0.3473428273706148x +0.6946856547412296
Q//3 x² +x +1.0
Q.degree 3
P.find_zero_places() [-1.0]
P << 5 x⁷ +2x⁶ +x⁵
[0,6] +P +[6,7,0] 6x⁶ +x⁵ +2x⁴ +x³ +6x² +7x
[9] +Q 9x⁴ +2x³ +3x² +4x +5.0