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19 Jan 2013 ... first we create a class that in inherited by PdfPageEventHelper. and i create table in this class and write footer content. provide con dentiality, Alice encrypts the result from the previous step using the public key of Bob, KUb, as shown in the gure The resulting ciphertext is then transmitted over the channel When Bob receives the message, he rst decrypts it using his own private key Following this, Bob checks the authenticity of the message by checking the signature on the message This is done by transforming the message using the public key of Alice If the authenticity of the message is veri ed then Bob can accept the message Note that it is not necessary to have both con dentiality and authenticity simultaneously for every message as shown in this gure Either of these attributes can also be achieved by itself In such a case, the corresponding operations in the gure are omitted The security of asymmetric key schemes depends on a large enough difference in dif culty between a hard and an easy problem The hard problem is what an adversary is expected to be faced with while the easy problem is the one used by the node which has access to both the private and the public key Asymmetric ciphers can also be subjected to brute force exhaustive search just like the symmetric ciphers Numerous asymmetric key algorithms have been proposed, although only a few are both secure and practical Further, some of these algorithms are more suitable for encryption while others are more ef cient when considering digital signatures There are three algorithms that work well for both encryptions as well as for digital signatures These are the RSA algorithm, ElGamal algorithm, and the Rabin algorithm We next describe brie y the most popular amongst these, namely the RSA algorithm RSA is the best known and widely used public key encryption algorithm It was devised by Rivest, Shamir and Adleman of MIT in 1977 It can be used for both encryption and digital signature It is based on exponentiation in a nite (Galois) eld over integers modulo a prime The security of this scheme is based on the intractability of the integer factorization problem Note that the integer factorization problem consists of determining all the prime factors of a given number It is obvious that this problem is trivial when dealing with small numbers but becomes intractable when dealing with large numbers Hence, the numbers used in the RSA algorithm need to e very large (1024 bits and beyond) This is the reason for the large keys associated with these algorithms. c# itextsharp pdf add image: Convert an image to a pdf in c# using iTextSharp | Alan D. Jackson's ... c# add text to existing pdf file how to avoid pdf contents overlapping on Header and footer using ...
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I found a way to do it (dont know if it is the best but it works) string oldFile = "oldFile.pdf"; string newFile = "newFile.pdf"; // open the reader PdfReader reader ... itext add text to existing pdf c# C# tutorial: add content to an existing PDF document
C# tutorial: add content to an existing PDF document ... iTextSharp libray assists you to accomplish this task through the use of the PdfStamper ... iTextSharp . text . itextsharp remove text from pdf c#: iText - remove previously inserted over content text - Help Needed ...
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