The pixel-value differencing (PVD) [1] scheme provides high imperceptibility to the stego image by selecting two consecutive pixels and. D.-C. Wu and W.-H. Tsai, “A steganographic method for images by pixel-value differencing,” Pattern Recognition Letters, vol. 24, no. , pp. a stego-image imperceptible to human vision, a novel steganographic approach based on pixel-value differencing is used. In this paper various methods of PVD.

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According to PVD embedding scheme Step 5average to and. For steganogrwphic pixel valuechoose the nearest perfect square number we will define the nearest perfect square number laterthen we have range for. The remainder of this paper is organized as follows.

A Steganographic Method Based on Pixel-Value Differencing and the Perfect Square Number

Search the quantization range table for to determine how many bits will be embedded. Besides, it is intuitive to design it by using the width of the power of two. From This Paper Topics from this paper. For example, we choose a pair of two consecutive pixels 48,80 from the stego image; then.

The grayscale stego image pixel value. Most of the related studies focus on increasing the capacity using LSB and the readjustment process, so their approach is too conformable to the LSB approach. Second, we notice almost the difference values belonging to range are used to embed the same size of data, 4 bits of secret data.

If is small, then the block is located within the smooth area and will embed less secret data. Journal of Applied Mathematics. Ifcompute the length of embedding bits. Otherwise, it is located on the edge area, and plxel-value can embed a greater amount of secret data.

The difference is computed for each two consecutive pixels in the stego image, and then the same quantization range table is searched to find. Introduction The pixel-value differencing PVD [ 1 ] scheme provides high imperceptibility to the stego image by selecting two consecutive pixels and designs a quantization range table to determine the payload by the difference value between the consecutive pixels.


The experiment results also show the proposed scheme provides large capacity and high imperceptibility.

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There are two types of the quantization range table in Wu and Tasi’s method. The first was based on selecting the range widths of [8, 8, 16, 32, 64, ], to provide large capacity. The number of secret bits hidden ikages two consecutive pixels depends on the quantization range table. Obtain the range in whichwhere and are the lower bound and the upper bound ofand is the number of embedding bits. Image steganographic scheme based on pixel-value differencing and LSB replacement methods.

Steganography Pixel Autoregressive integrated moving average. The quantization range table is designed with contiguous ranges, and the range table ranges from 0 to vor The following two conditions are discussed. The total MSE is estimated by where and are the width and average error for each range. Few studies focus on the range table design. For example,average payload isand the average error is.

First, we give a theoretical analysis to show our method is well defined, and then the experiment results show the proposed scheme has higher imperceptibility. Our design in Table 1 still coincides with the basic concept of PVD—embedding a lower amount of secret data in the smooth area and a greater amount of secret data in the edge area.

Pixel Value Differencing a Steganographic method : A Survey – Semantic Scholar

For example, if the pixel value is 34, the nearest perfect square number is 36; then we have range: Tatwadarshi International Conference on Innovations in…. The width of the range is no longer a power of two, and if the difference value is located in the first subrange, there is no modification needed.


First, if the difference value is located in the first subrange, there is no modification needed, so this design does not violate the basic concept of PVD and HVS Human Visual System. Suppose, the probability of distribution is uniform.

pixel-vallue The second bj based on selecting the range widths of [2, 2, 4, 4, 4, 8, 8, 16, 16, 32, 32, 64, 64], to provide high imperceptibility. From each block, we can obtain a difference value ; then ranges from 0 to This is an open access article distributed under the Creative Commons Attribution Licensewhich permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.

The embedding procedure of proposed method is summarized as follows. Digital media Digital image Physical vapor deposition.

Liu and Shih [ 5 ] proposed two extensions of the PVD method, the block-based approach and Haar-based approach, and Yang et al. We design a new quantization range table based on the perfect square number in Table 1.

For each pair of two consecutive pixels, compute the difference value. dicferencing

The capacity and PSNR seem to be affected by the secret data, with more pixel-value difference falling in the first subranges and matching the secret data; we can obtain more capacities and less distortion. Table of Contents Alerts. Abstract The pixel-value differencing PVD scheme uses the difference value between two consecutive pixels in a block to determine how many secret bits should be embedded.

Finally, we extract all secret data. In this section, the proposed scheme is described in three parts: