boxobj
boxobj
is a simple library that makes working with computer vision, OCR, and other tools that interact with regions
of an image or document, simpler and more predictable.
Box
The core class in this library is Box
. It handles many of the common approaches that different
libraries use to reference the region containing the returned results including:
- coordinates:
[x1, y1, x2, y2]
- a dict containing the position defined by
top
, left
, width
, height
- relative coordinates or position defined as a percentage of the size of the source:
[0.2, 0.5, 0.3, 0.8]
In addition, it supports conversion from bottom indexed boxes like those used in older file types and libraries
such as PDFs.
Box internally represents its coordinates in pixels that are measured from the top-left, but it can return results
using other approaches as needed.
from boxobj import Box
tlwh = { 'top': 10, 'left': 10, 'width': 30, 'height': 30 }
coords = [10, 10, 40, 40]
coords_ratio = [0.1, 0.1, 0.4, 0.4]
obj = {
'coordinates': [10, 10, 40, 40],
'label': 'green',
'name': 'my box'
}
box = Box.from_position(tlwh)
box = Box.from_coords(coords)
box = Box.from_position_percentage(coords_ratio, width=100, height=100)
box = Box.from_position_percentage(coords_ratio, top_origin=False, size=(100,100))
box = Box.from_dict(obj)
The Box object supports a range of pythonic interactions including sort, addition, subtraction, multiplication,
division and area calculations.
from boxobj import Box
box_a = Box([10, 10, 40, 40])
box_b = Box([15, 10, 30, 50])
boxes = [box_b, box_a]
boxes.sort()
boxes.sort(key=lambda x: x.left)
box_a_shifted_down = box_a + [0, 10]
box_a_shifted_left = box_a - [5, 0]
box_a_bigger = box_a * 2
box_a_smaller = box_a / 3
box_a_smaller = round(box_a_smaller)
box_a_smaller_floor = box_a // 3
box_c = box_a + box_b
box_i = box_a & box_b
box_a_area = abs(box_a)
box_b_area = box_a.area
Note that to avoid the excessive precision that frequently makes its way into Boxes as they are moved and scaled, the
repr of a Box object limits the output to six digits after the decimal.
Of course, these operands can be combined to perform common operations such as the common intersection over union
calculation used to evaluate agreement between two models.
iou = abs(box_a & box_b) / abs(box_a + box_b)
Attributes
The Box
object also supports assigning attributes such as a label
or text
to the object to associate it with
a set of values.
from boxobj import Box
cv_box = Box([10, 10, 30, 50], {"label": "cat", "confidence": 0.84})
cv_box_2 = Box({"coordinates": [10, 10, 30, 50], "label": "cat", "confidence": 0.84})
ocr_box = Box([3, 4, 67, 10], text="Boxo is great for working with boxes")
As you can see, there are a variety of options for creating a Box
object from whatever source system produced it.
Here the cv_box
value is created by passing the coordinates first, then a dict containing the associated attributes.
cv_box_2
is the same value, but here the coordinates and attributes are contained in a single dict object. Finally,
the ocr_box
is created by passing coordinates and using keyword arguments to assign attributes. This flexibility is
intentional to make it easier to handle the varying approaches different tools use to represent data.
Internally the boxobj
classes keep the attributes and coordinate values separate to make them easier to work with.
This shows up in how the objects are represented when printed or displayed in the output. The following is the
representation of the objects above.
Box([10, 10, 30, 50], {'label': 'cat', 'confidence': 0.84})
Box([10, 10, 30, 50], {'label': 'cat', 'confidence': 0.84})
Box([3, 4, 67, 10], {'text': 'Boxo is great for working with boxes'})
data and serialization
page
pages
page indices