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Image Data Augmentation with Pytorch and Kornia

Project description

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pyTORch augMENTOR

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Image data augmentation with pytorch

Instalation:

Instaling current version with pip:

.. code:: bash

pip3 install --user --upgrade git+https://github.com/anguelos/tormentor

Use Cases:

Augment single sample:

.. code-block:: python

python import torch, tormentor
img = torch.rand(3, 119,137)
mask = torch.ones([1, 119,137])
pc = (torch.rand(9),torch.rand(9))
aug = tormentor.Perspective()
new_img = aug(img)
aug(pc, img) # augment pointcloud and respective image
aug(pc, img, compute_img=False) # augment only pointcloud, img passed for dimensions
aug(pc, torch.empty([1, 320, 240]), compute_img=False) # augment only pointcloud, tensor passed for dimensions
aug(mask, is_mask=True) # augment mask

Augment batch:

.. code-block:: python

python import torch, tormentor
img = torch.rand(7,3, 119,137)
mask = torch.ones([7,1, 119,137])
pcl = [(torch.rand(9), torch.rand(9)) for \_ in range(7)]
aug = tormentor.Rotate()
new_pcl, new_img = aug(pcl, img) # augment pointcloud and respective image
aug(pcl, img, compute\_img=False) # augment only pointcloud, img passed for dimensions
aug(pcl, torch.empty([7, 1, 320, 240]), compute\_img=False) # augment only pointcloud, tensor passed for dimensions
aug(mask, is\_mask=True) # augment mask

Augment MSCoco compliant Dataset:

.. code-block:: python

import torchvision, tormentor ds = torchvision.datasets.CocoDetection(root="./tmp_data/coco/val2017", annFile="./tmp_data/coco/annotations/instances_val2017.json", transform=torchvision.transforms.ToTensor()); aug_ds = tormentor.AugmentedCocoDs(ds, tormentor.Wrap(), device="cpu", add_mask=True) inputs, target, validity = aug_ds[3] # accesing a single sample aug_ds.show_augmentation(3)

.. figure:: docs/source/_static/img/example.png

If the device is a GTX 980 Ti time is 0.1 sec. for larger images, the GPU efficiency grows up to x10.

Change Augmentation Distributions:

.. code-block:: python

import math, tormentor, torch, torchvision tile = lambda x: torchvision.transforms.ToPILImage()(torchvision.utils.make_grid(x.cpu(), nrow=12)) generic_aug = tormentor.Rotate() RotateABit = tormentor.Rotate.override_distributions(radians = tormentor.Uniform((0., math.pi / 8))) custom_aug = RotateABit() batch = torch.rand(24, 3, 32, 38, device="cuda") tile(torch.cat([batch, generic_aug(batch), custom_aug(batch)], dim=0)).show()

.. figure:: docs/source/_static/img/rotation.png :alt: Rotation Example

Random Augmentation Type:

.. code-block:: python

import math, tormentor, torch, torchvision tile = lambda x: torchvision.transforms.ToPILImage()(torchvision.utils.make_grid(x.cpu(), nrow=12)) augmentation_types = [tormentor.Perspective, tormentor.Wrap, tormentor.PlasmaBrightness] CustomAugmentation = tormentor.AugmentationChoice.create(augmentation_types) aug = CustomAugmentation() batch = torch.rand(24, 3, 64, 64, device="cuda") tile(aug(batch)).show()

checkup on determinism:

tile(aug(batch)).show()

.. figure:: docs/source/_static/img/choice.png

Augmentation Cascade:

.. code-block:: python

import math, tormentor, torch, torchvision tile = lambda x: torchvision.transforms.ToPILImage()(torchvision.utils.make_grid(x.cpu(), nrow=12)) augmentation_types = [tormentor.Perspective, tormentor.PlasmaBrightness] CustomAugmentation = tormentor.AugmentationCascade.create(augmentation_types) aug = CustomAugmentation() batch = torch.rand(24, 3, 64, 64, device="cuda") tile(aug(batch)).show()

.. figure:: docs/source/_static/img/cascade.png

Create Custom Augmentation Class:

.. code-block:: python

python import tormentor

class Lense(tormentor.SpatialImageAugmentation):
    center_x = tormentor.Uniform((-.3, .3))
    center_y = tormentor.Uniform((-.3, .3))
    gamma = tormentor.Uniform((1., 1.))

    def generate_batch_state(self, sampling_tensors):
        batch_sz = sampling_tensors[0].size(0)
        gamma = type(self).gamma(batch_sz, device=sampling_tensors[0].device).view(-1)
        center_x = type(self).center_x(batch_sz, device=sampling_tensors[0].device).view(-1)
        center_y = type(self).center_y(batch_sz, device=sampling_tensors[0].device).view(-1)
        return center_x, center_y, gamma

    @classmethod
    def functional_sampling_field(cls, sampling_field, center_x, center_y, gamma):
        field_x, field_y = sampling_field
        center_x = center_x.unsqueeze(dim=1).unsqueeze(dim=1)
        center_y = center_y.unsqueeze(dim=1).unsqueeze(dim=1)
        gamma = gamma.unsqueeze(dim=1).unsqueeze(dim=1)
        distance = ((center_x - field_x)**2 + (center_y - field_y)**2) ** .5
        #distance = 1/(1+distance)
        field_x, field_y = (field_x + field_x * distance ** gamma) , (field_y + field_y * distance ** gamma)
        return field_x, field_y

.. figure:: docs/source/_static/img/lence.png

Design Principles

  • Simplify the definition of augmentations
  • Every instance of every augmentation class is deterministic.
  • Inputs and Outputs are pytorch tensors and pytorch is prefered for all computation.
  • All data are by default 4D: [batch x channel x width x height].
  • Single sample augmentation: batch-size must always be 1.
  • Threadsafety: Every augmentation instance must be threadsafe.
  • Input/Output is restricted to one or more channels of 2D images.
  • Augmentations either preserve channels or the preserve pixels (space).
  • The augmentation class has also its factory as a classmethod
  • Restrict dependencies on torch and kornia (at least for the core packages).

Factory Dictates Constructor

In order to minimize the code needed to define an augmentation. The factory defines the random distributions from wich augmentation sample. The inherited constructor handles random seeds. The method forward_sample_img samples from the random distributions aug_parameters and employs them.

Internal Conventions

  • Pointclouds are represented in image coordinates Sampling fields in normalised -1,1 coordinates
  • By default we write code for batch processing
  • Determinism is strictly handled by BaseAugmentation and all augment_*** methods.
  • An augmentation must reside in a single device
  • All randomness must be coming from pytorch
  • Spatial augmentation samplingfields are normalised to -1, 1 so their effect magnitude is proporsional to image size (They are top down).

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