Biology, asked by sanasi, 4 months ago

characteristics would be insigli
varic
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whi
organisms in nature have tried to make
the leaf
Die
the leaf
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S.No. Name of the Length
plant (the of the
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Width of Colour of Shape/Size Margin of
of the leaf the leaf
people who have tried to study diverse​

Answers

Answered by samuel46
1

Answer:

can you attach the picture

Answered by kingsandqueens7878
0

Answer:

: )

Explanation:

Given a query image, the system first uses an interactive

segmentation step to segment the plant from the background.

While we assume that the query pictures will be close

snapshots of the plant, the pictures cannot be assumed to be

free of background (e.g. pot, table, background wall). The

segmentation step ensures the extraction of relevant features, by

focusing on the plant region rather than the background. In the

current system, the segmentation is run semi-automatically: for

the database images, the foreground and background regions

are marked manually until a satisfactory segmentation result

is obtained. In the actual use scenario, the user would have

to mark a few regions to identify some background and

foreground regions; but once those regions are selected, further

operations including segmentation are performed by the system

automatically without needing any additional information.

Using segmented plant image rather than the original image

brings an important gain in the system performance.

The segmented region is used for feature extraction which

consists of well-known color, shape and texture features,

along with some modifications to existing texture matching

techniques and introducing some new shape features. We

studied the suitability of these features, both individually and

in combination, in order to find the best combination for the

given problem. The feature extraction and matching steps are

explained in the following subsections.

3.1. Image segmentation

We use the max-flow min-cut (MFMC) graph cut method

[34] to segment the plant images from the background. The

MFMC technique has recently become one of the most popular

segmentation approaches in computer vision; it efficiently

minimizes an energy defined on a graph constructed over the

image, based on the image descriptors. In the basic graphcut approach, an image is represented as a graph where the

graph nodes are the pixels and the graph edges are formed

between the neighboring pixels in the image. The algorithm

requires seed foreground and background pixels (source and

sink, respectively) to be specified. It then splits the graph into

two disjoint sets S (source) and T (sink), minimizing a cost

functional. The selected seeds form the initial values of the

sets S and T . The assignment of the image pixels into two

disjoint sets corresponds to a binary labeling of the image with

foreground and background regions. The functional is based on

two values: (i) a spatial smoothness term which measures the

cost of assigning the same label (e.g. foreground or background)

to adjacent pixels and (ii) an observed data term that measures

the cost of assigning a label to each pixel.

Once an energy or cost functional is defined as described

above, one can resort to efficient optimization methods that

exist in the algorithms literature. For solving MFMC problem

on directed weighted graphs, the augmenting path algorithm

of Ford and Fulkerson [35], the push-relabel method and a

modified version of the augmenting path method by Boykov

and Kolmogorov [34] were introduced. In our work, Boykov

and Kolmogorov’s technique is utilized since it is efficient and

widely used. There is no parameter expected from the user for

the segmentation; both the query and the database images are

segmented using the same settings. The most important variable

for the graph-cut algorithm is the variance estimator (σ 2) that is

used to calculate the capacity between adjacent pixels (of edges)

in order to maximize the flow. We used the default value for

this variable that is determined according to the image intensity

values. Specifically, σ2 is set according to the variance of the

foreground seed region points and the maximum intensity of

the image.

Currently, the seed and background selection is carried

out manually, using a MATLAB GUI program that we have

implemented. For selecting the seed points more efficiently, the

user selects seed regions by indicating the vertices of polygonal

regions. Defining five polygonal seed regions requires the

selection of 15 points, on average. Figure 2 shows sample

segmentation results on two plant images from our database.

While the segmentation step of the current system is relatively

easy, we plan on adopting a more user friendly interactive

segmentation technique, such as the GrabCut algorithm [36],

in the future.

The Computer Journal, 2010

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