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Title: ORTHOGONAL DATA EMBEDDING FOR BINARY IMAGES IN MORPHOLOGICAL TRANSFORM DOMAIN- A HIGH
Page Link: ORTHOGONAL DATA EMBEDDING FOR BINARY IMAGES IN MORPHOLOGICAL TRANSFORM DOMAIN- A HIGH -
Posted By: electronics seminars
Created at: Wednesday 13th of January 2010 10:00:06 AM
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ORTHOGONAL DATA EMBEDDING FOR BINARY IMAGES IN MORPHOLOGICAL TRANSFORM DOMAIN- A HIGH-CAPACITY APPROACH-- MULTIMEDIA

This paper proposes a data-hiding technique for binary images in morphological transform domain for authentication purpose. To achieve blind watermark extraction, it is difficult to use the detail coefficients directly as a location map to determine the data-hiding locations. Hence, we view flipping an edge pixel in binary images as shifting ....etc

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Title: Binary Multiplier
Page Link: Binary Multiplier -
Posted By: ajukrishnan
Created at: Wednesday 09th of December 2009 08:00:49 PM
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Abstract
This paper presents a comparative study of implementation of a VLSI High speed parallel multiplier using the radix-4 Modified Booth Algorithm (MBA), Wallace tree structure and Dadda tree structure. The design is structured for an nxn multiplication. The MBA reduces the number of partial products or summands by using the Carry-Save Adder (CSA). The Wallace tree structure serves to compress the partial product terms by a ratio 3:2. The Dadda tree serves the same purpose with reduced hardware. To enhance the speed of operation, ....etc

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Title: Orthogonal Data Embedding for Binary Images in Morphological Transform Domain A Hig
Page Link: Orthogonal Data Embedding for Binary Images in Morphological Transform Domain A Hig -
Posted By: project report helper
Created at: Monday 27th of September 2010 03:17:55 PM
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Orthogonal Data Embedding for Binary Images in Morphological Transform Domain – A High – Capacity Approach




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Title: Fast Redundant Binary Partial Product Generators for Booth Multiplication
Page Link: Fast Redundant Binary Partial Product Generators for Booth Multiplication -
Posted By: electronics seminars
Created at: Saturday 09th of January 2010 08:15:05 PM
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Fast Redundant Binary Partial Product Generators for Booth Multiplication
Bijoy Jose and Damu Radhakrishnan
Department of Electrical and Computer Engineering
State University of New York
New Paltz, New York, USA 12561
[email protected], [email protected]
Abstract” The use of signed-digit number systems in
arithmetic circuits has the advantage of constant time addition
irrespective of word length. In this paper, we present the
design of a binary signed-digit partial product generator,
which expresses each normal binary opera ....etc

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Title: ORTHOGONAL DATA EMBEDDING FOR BINARY IMAGES IN MORPHOLOGICAL TRANSFORM DOMAIN- A HIGH
Page Link: ORTHOGONAL DATA EMBEDDING FOR BINARY IMAGES IN MORPHOLOGICAL TRANSFORM DOMAIN- A HIGH -
Posted By: rajkumarv88
Created at: Friday 26th of February 2010 12:33:43 AM
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Can i get papers on this topic
ORTHOGONAL DATA EMBEDDING FOR BINARY IMAGES IN MORPHOLOGICAL TRANSFORM DOMAIN- A HIGH-CAPACITY APPROACH ....etc

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Title: Binary Tree Based Public-Key Management for Mobile Ad Hoc Networks
Page Link: Binary Tree Based Public-Key Management for Mobile Ad Hoc Networks -
Posted By: seminar presentation
Created at: Sunday 16th of May 2010 02:49:46 PM
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Presented By:
Georgios Kambourakis, Elisavet Konstantinou and Stefanos Gritzalis
Info-Sec-Lab Laboratory of Information and Communications Systems Security
Abstract”
The establishment of a Public Key Infrastructure (PKI) in Mobile Ad Hoc Networks (MANETs) is considered a difficult task because of the intrinsic characteristics of these networks. The absence of centralized services and the possible network partitions make traditional security solutions not straightforwardly applicable in MANETs. In this paper, we propose a publ ....etc

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Title: ORTHOGONAL DATA EMBEDDING FOR BINARY IMAGES IN MORPHOLOGICAL TRANSFORM DOMAIN- A HIGH
Page Link: ORTHOGONAL DATA EMBEDDING FOR BINARY IMAGES IN MORPHOLOGICAL TRANSFORM DOMAIN- A HIGH -
Posted By: naradasu74
Created at: Tuesday 02nd of March 2010 02:17:57 PM
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Pls send me the base paper and some ppts on this paper
If possible some code snippets also
my email:[email protected]

Thanks in advance ....etc

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