/samila

Generative Art Generator

Primary LanguagePythonMIT LicenseMIT


Samila


built with Python3 PyPI version Discord Channel

Table of contents

Overview

Samila is a generative art generator written in Python, Samila let's you create arts based on many thousand points. The position of every single point is calculated by a formula, which has random parameters. Because of the random numbers, every image looks different.

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Installation

Source code

  • Download Version 0.4 or Latest Source
  • Run pip install -r requirements.txt or pip3 install -r requirements.txt (Need root access)
  • Run python3 setup.py install or python setup.py install (Need root access)

PyPI

Easy install

  • Run easy_install --upgrade samila (Need root access)

Usage

Magic

>>> import matplotlib.pyplot as plt
>>> from samila import GenerativeImage
>>> g = GenerativeImage()
>>> g.generate()
>>> g.plot()
>>> plt.show()

Basic

>>> import random
>>> import math
>>> def f1(x, y):
    result = random.uniform(-1,1) * x**2  - math.sin(y**2) + abs(y-x)
    return result
>>> def f2(x, y):
    result = random.uniform(-1,1) * y**3 - math.cos(x**2) + 2*x
    return result
>>> g = GenerativeImage(f1, f2)
>>> g.generate()
>>> g.plot()
>>> g.seed
188781
>>> plt.show()

Projection

>>> from samila import Projection
>>> g = GenerativeImage(f1, f2)
>>> g.generate()
>>> g.plot(projection=Projection.POLAR)
>>> g.seed
829730
>>> plt.show()

  • Supported projections : RECTILINEAR, POLAR, AITOFF, HAMMER, LAMBERT and MOLLWEIDE
  • Default projection is RECTILINEAR

Range

>>> g = GenerativeImage(f1, f2)
>>> g.generate(start=-2*math.pi, step=0.01, stop=0)
>>> g.plot()
>>> g.seed
234752
>>> plt.show()

Color

>>> g = GenerativeImage(f1, f2)
>>> g.generate()
>>> g.plot(color="yellow", bgcolor="black", projection=Projection.POLAR)
>>> g.seed
1018273
>>> plt.show()

  • Supported colors are available in VALID_COLORS list
  • color and bgcolor parameters support color name and RGB/RGBA formats

Regeneration

>>> g = GenerativeImage(f1, f2)
>>> g.generate(seed=1018273)
>>> g.plot(projection=Projection.POLAR)
>>> plt.show()

NFT.storage

Upload generated image directly to NFT.storage

>>> g.nft_storage(api_key=YOUR_API_KEY)
{'status': True, 'message': 'Everything seems good'}

Save image

Save generated image

>>> g.save_image(file_adr="test.png")
{'status': True, 'message': 'Everything seems good'}

Save generated image in higher resolutions

>>> g.save_image(file_adr="test.png", depth=5)
{'status': True, 'message': 'Everything seems good'}

Save data

Save generated image data

>>> g.save_data(file_adr="test.json")

So you can load it into a GenerativeImage instance later by

>>> g = GenerativeImage(data=open('test.json', 'r'))

Save config

Save generated image config. It contains string formats of functions which is also human readable.

>>> g.save_config(file_adr="config.json")

So you can load it into a GenerativeImage instance later by

>>> g = GenerativeImage(config=open('config.json', 'r'))

Mathematical details

Samila is simply a transformation between a square-shaped space from the Cartesian coordinate system to any arbitrary coordination like Polar coordinate system.

Example

We have set of points in the first space (left square) which can be define as follow:

And bellow functions are used for transformation:

>>> def f1(x, y):
    result = random.uniform(-1,1) * x**2 - math.sin(y**2) + abs(y-x)
    return result
>>> def f2(x, y):
    result = random.uniform(-1,1) * y**3 - math.cos(x**2) + 2*x
    return result

here we uses Projection.POLAR so later space will be the polar space and we have:

>>> g = GenerativeImage(f1, f2)
>>> g.generate(seed=10)
>>> g.plot(projection=Projection.POLAR)

Issues & bug reports

Just fill an issue and describe it. We'll check it ASAP!

  • Please complete the issue template

You can also join our discord server

Discord Channel

Dependencies

master dev
Requirements Status Requirements Status

References

1- Schönlieb, Carola-Bibiane, and Franz Schubert. "Random simulations for generative art construction–some examples." Journal of Mathematics and the Arts 7.1 (2013): 29-39.
2- Create Generative Art with R
3- NFT.storage : Free decentralized storage and bandwidth for NFTs

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