Metadata-Version: 2.1
Name: num-enumerator
Version: 0.0.4
Summary:  This library helps to manipulate the 2d arrays. User can execute functions like addition, substraction, multiplication and other operations on square matrix and determinant.
Author: Abhineet Raj
Author-email: <abhineetraj01@outlook.com>
Keywords: matrix,determinant,multiplication of matrix,division of matrix,addition of matrix,substraction of matrix,multiplication of determinant,division of determinant,addition of determinant,substraction of determinant
Classifier: Development Status :: 1 - Planning
Classifier: Intended Audience :: Developers
Classifier: Programming Language :: Python :: 3
Classifier: Operating System :: Unix
Classifier: Operating System :: MacOS :: MacOS X
Classifier: Operating System :: Microsoft :: Windows
Description-Content-Type: text/markdown
License-File: LICENSE


# Data enumerator lib

This library helps to manipulate the 2d arrays. User can execute functions like addition, substraction, multipliaction and other operations on square matrix and determinant.



## Functionality:-

*	Used to collect user data and process it according to user requirements.

*	Can be used in create recommendation system.

*	Used in deep learning model training.

*	Used in unsupervised machine learning projects.

* Used in predicting data



## Installation

* Run the following command

```

pip install num-enumerator

cd dataEnumerator

```

* Save the test file in this folder in order to import class and functions from enumerator



## Docs :-



### To add two matrix



```

from enumerator import matrix



A=[[1,2],

  [3,4]]

B=[[9,2],

  [3,8]]



C = matrix.add(A,B)



print(C)

```



Output :-

```

[[10,4],

[6,12]]

```

### To substract two matrix



```

from enumerator import matrix



A=[[1,18],

  [3,14]]

B=[[9,2],

  [3,8]]



C = matrix.substract(A,B)



print(C)

```



Output :-

```

[[-8,16],

[0,6]]

```

### To multiply two matrix



```

from enumerator import matrix



A=[[1,2],

  [3,4]]

B=[[0,1],

  [1,0]]



C = matrix.multiply(A,B)



print(C)

```



Output :-

```

[[1,2],

[3,4]]

```

### To get transpose of matrix



```

from enumerator import matrix



A=[[1,2],

  [3,4]]



C = matrix.transpose(A)



print(C)

```



Output :-

```

[[1,3],

[2,4]]

```



### To substract particular number with all the elements of determinant

```

from enumerator import determinant

A = [[2,4],

  [6,7]]



B = determinant.substractNum(2)

print(B)

```

Output :-

```

[[0,2],

[4,5]]

```

### To add particular number with all the elements of determinant

```

from enumerator import determinant

A = [[2,4],

  [6,7]]



B = determinant.addNum(1)

print(B)

```

Output :-

```

[[3,5],

[7,8]]

```

### To divide particular number with all the elements of determinant

```

from enumerator import determinant

A = [[3,9],

  [6,12]]



B = determinant.divideNum(2)

print(B)

```

Output :-

```

[[1,3],

[2,4]]

```

### To multiply particular number with all the elements of determinant

```

from enumerator import determinant

A = [[2,4],

  [6,7]]



B = determinant.substractNum(5)

print(B)

```

Output :-

```

[[10,20],

[30,35]]

```

### Graphical equation handling

```

x_data = [1, 2, 3, 4, 5]

y_data = [2, 4, 6, 8, 10]



graph_fitter = graphEQ(x_data, y_data)



graph_fitter.fit_linear()

print(graph_fitter.get_equation())  # Output: y = 2.00x



graph_fitter.fit_polynomial(2)

print(graph_fitter.get_equation())  # Output: y = 0.00x^2 + 2.00x

```



## Languages used:

<a href="https://www.python.org" target="_blank" rel="noreferrer"> <img src="https://raw.githubusercontent.com/devicons/devicon/master/icons/python/python-original.svg" alt="python" width="40" height="40"/> </a> </p>



## Developer

*	[abhineetraj1](http://github.com/abhineetraj1)

