Does the log-polar transform keep the phase value of OAM?
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The log-polar transform is widely used in image recognition, particularly in the recognition of face images. It is known for its ability to detect scaling and rotation in a 2D space . However, it is limited to 2D environments and does not detect affine transformations or posture in a 3D environment . The log-polar transform has been implemented in different ways for feature matching methods, such as image registration and template matching . It has also been used to create local image features that are invariant to orientation and scale variations, which can be used for pose estimation of 3D objects . The log-polar transform does not specifically preserve the phase value of OAM, as it primarily focuses on scaling, rotation, and affine transformations .
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6 Citations | The provided paper does not mention anything about the phase value of OAM in relation to the log-polar transform. |
01 Sep 2013 14 Citations | The paper does not mention anything about the log-polar transform keeping the phase value of OAM. |
3 Citations | The provided paper does not mention anything about the phase value of OAM. |
| The provided paper does not mention anything about the phase value of OAM. |
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