/Type /StructElem 149 0 obj 817 0 obj >> >> 537 0 obj /Pg 55 0 R /K [ 43 ] /Type /StructElem /P 71 0 R /Type /StructElem << 826 0 obj /P 342 0 R endobj >> 330 0 obj /S /TR 92 0 obj /Pg 59 0 R endobj endobj >> /P 512 0 R /P 368 0 R 559 0 obj /P 170 0 R /S /P << >> /Pg 3 0 R 588 0 R 590 0 R 591 0 R 594 0 R 596 0 R 597 0 R 600 0 R 602 0 R 603 0 R 606 0 R 608 0 R /S /P <>stream /K 23 /P 282 0 R << /K [ 33 ] /P 667 0 R The substitution and transposition techniques are used for converting a plaintext into ciphertext, where substitution technique replaces the characters whereas transposition technique rearranges the characters to form a ciphertext. /K [ 130 ] << /Pg 51 0 R /Pg 51 0 R /Pg 51 0 R /P 71 0 R >> /S /LBody /S /LI >> endobj >> /Type /StructElem /P 71 0 R 426 0 obj 346 0 obj 756 0 R 757 0 R 758 0 R 759 0 R 760 0 R 761 0 R 762 0 R 765 0 R 766 0 R 767 0 R 768 0 R /P 616 0 R /Type /StructElem endobj << /K [ 143 0 R ] /Pg 51 0 R << /S /TD /Contents [ 4 0 R 934 0 R ] /S /P /P 265 0 R << endobj 856 0 obj /P 160 0 R /Pg 59 0 R endobj /Pg 57 0 R << endobj << >> << endobj 815 0 obj >> 3 0 obj 273 0 obj 582 0 obj /Type /StructElem << /Type /StructElem << Submitted by Himanshu Bhatt, on September 26, 2018 . Hello friends! 519 0 obj /P 71 0 R /Type /StructElem /Type /StructElem >> /S /TR >> >> /K [ 27 ] /Type /StructElem /Pg 51 0 R /P 709 0 R << endobj ciphers: substitution and transposition. /Type /StructElem endobj /Pg 51 0 R 703 0 obj /K [ 104 0 R ] /Type /StructElem /Pg 55 0 R 717 0 obj << << /S /P /Pg 57 0 R /P 288 0 R /K 35 /Pg 55 0 R /S /P << endobj /P 324 0 R /S /P /P 646 0 R 381 0 obj /Pg 55 0 R /S /LBody /Pg 55 0 R /P 141 0 R << 470 0 R 476 0 R 482 0 R 488 0 R 494 0 R 500 0 R 506 0 R 512 0 R 518 0 R 524 0 R ] /P 530 0 R 174 0 obj >> >> /Pg 55 0 R >> /S /Span /S /TD 231 0 obj /Endnote /Note 485 0 obj /S /P /Type /StructElem /S /Span /Type /StructElem << >> >> /K [ 200 0 R ] << /Footer /Sect endobj Substitution and Transposition are two cryptographic techniques. 73 0 obj endobj /K [ 177 0 R ] 260 0 obj 347 0 obj >> /Pg 51 0 R /Type /StructElem >> /P 71 0 R /Footnote /Note endobj endobj /Type /StructElem >> /Pg 55 0 R 701 0 obj /P 71 0 R 132 0 obj 549 0 obj /S /LI /Type /StructElem /Type /StructElem 168 0 obj << >> /Pg 51 0 R /Type /StructElem /Pg 55 0 R /Pg 3 0 R /Type /StructElem >> /S /LI 694 0 obj << /K [ 748 0 R ] endobj /S /TD /Pg 51 0 R /Type /StructElem endobj endobj 611 0 obj /Type /StructElem /P 228 0 R /P 862 0 R /Type /StructElem >> endobj /P 634 0 R << /K [ 313 0 R 315 0 R 317 0 R ] << << << /Type /StructElem << /S /TD /K 2 << 697 0 obj endobj << /Type /StructElem >> endobj 405 0 obj << endobj /Type /StructElem /K [ 606 0 R ] /S /TD /K [ 525 0 R 527 0 R 529 0 R ] /S /TD Transposition cipher In cryptography, a transposition cipher is a method of encryption by which the positions held by units of plaintext (which are commonly characters or groups of characters) are shifted according to a regular system, so that the ciphertext constitutes a permutation of the plaintext. 108 0 obj >> << 779 0 obj /Type /StructElem >> >> /Type /StructElem << /Type /StructElem /P 142 0 R /Type /StructElem << /K [ 881 0 R ] /K [ 702 0 R ] endobj /K [ 668 0 R ] endobj Cryptography and Network Security 2. >> >> 891 0 obj << 214 0 obj /K [ 181 ] >> /Pg 55 0 R /Pages 2 0 R 724 0 obj /Type /StructElem 139 0 obj /S /Figure /Pg 55 0 R endobj /K [ 296 0 R ] 241 0 obj /Type /StructElem >> /Pg 55 0 R 684 0 obj endobj endobj /K [ 656 0 R ] /P 857 0 R /P 71 0 R >> << endobj endobj /Pg 51 0 R << << >> endobj /Pg 59 0 R /P 573 0 R << /K [ 190 0 R ] Various encryption techniques are classified into substitution and transposition techniques. 842 0 obj endobj 389 0 obj /S /P /P 518 0 R /Pg 55 0 R 722 0 obj /K 32 /K [ 867 0 R ] >> << /Pg 57 0 R /Type /StructElem /Pg 3 0 R Cryptography based on Discrete Logarithms 6. >> /S /P << endobj /S /TD 715 0 obj /Type /StructElem endobj 309 0 obj 573 0 obj /P 616 0 R /P 676 0 R /Type /StructElem /S /P << /K [ 10 ] >> endobj /Type /StructElem >> /P 185 0 R 540 0 obj 406 0 obj /P 556 0 R endobj /P 258 0 R 321 0 obj /S /Span /K [ 12 ] << /P 494 0 R 217 0 obj /K [ 76 ] /K [ 10 ] /P 336 0 R /S /Span /K [ 344 0 R 347 0 R 349 0 R ] /P 458 0 R /Type /StructElem /S /L endobj /Pg 55 0 R >> /Pg 3 0 R /P 270 0 R /P 531 0 R endobj /S /P /Type /StructElem /Type /StructElem /S /LI << 894 0 obj /P 258 0 R << << << 325 0 obj >> /K 125 /P 306 0 R /P 567 0 R endobj /Pg 59 0 R /Header /Sect Substitution Cipher Technique: In Substitution Cipher Technique plain text characters are replaced with other characters, numbers and symbols as well as in substitution Cipher Technique, character’s identity is changed … /Type /StructElem 888 0 obj /P 347 0 R <>stream >> endobj /Pg 51 0 R << /Type /StructElem << /P 71 0 R >> /Pg 55 0 R 112 0 obj endobj Symmetric cryptography Transposition Techniques Substitution techniques Caesar Cipher Monoalphabetic Cipher Polyalphabethic Cipher Playfair CipherApril 9, 2013 9 10. /K [ 553 0 R ] /S /P /K [ 184 0 R ] >> /Pg 57 0 R /Type /StructElem >> 659 0 obj endobj /Alt () /Lang (en-IN) /Pg 57 0 R /Pg 59 0 R 760 0 obj /Type /StructElem /S /P /Pg 57 0 R /K [ 736 0 R ] endobj 883 0 obj /Type /StructElem /K [ 138 0 R ] >> /Pg 51 0 R This method uses two stages of encryption. >> /K [ 20 ] << >> /Type /StructElem /Type /StructElem /Type /StructElem endobj << /Pg 57 0 R 687 0 obj /P 628 0 R 103 0 obj /K [ 87 ] /S /Span /K 62 endobj cryptosystems are much. << /P 640 0 R /Pg 3 0 R /P 71 0 R << >> endobj /Type /StructElem /Alt () /K 28 endobj >> /Pg 3 0 R /Type /StructElem /K [ 887 0 R ] endobj /Pg 51 0 R /P 530 0 R << endobj /S /TR /Pg 51 0 R /K [ 61 ] >> /Type /StructElem /Pg 51 0 R /S /TD /P 530 0 R /K [ 45 ] /K [ 41 ] /K [ 600 0 R ] 421 0 obj /P 434 0 R << /P 330 0 R /Type /StructElem << /Pg 57 0 R /S /P /Pg 59 0 R << << /P 252 0 R /S /P endobj /Pg 55 0 R /Type /StructElem /S /TD /S /P /K [ 208 0 R ] << /P 694 0 R /K [ 708 0 R ] /Pg 57 0 R >> /Type /StructElem << /S /L << >> /P 295 0 R 786 0 obj /K [ 0 ] >> /Pg 51 0 R >> /K [ 859 0 R ] /Pg 3 0 R /S /TR endobj 880 0 obj 411 0 obj /Type /StructElem /P 71 0 R /Pg 55 0 R << /S /TD >> 315 0 obj /S /TD /Type /StructElem /S /LBody /Dialogsheet /Part << /P 706 0 R /P 688 0 R /Nums [ 0 73 0 R 1 76 0 R 2 346 0 R 3 722 0 R 4 817 0 R 5 895 0 R ] /P 601 0 R /Pg 51 0 R endobj >> /K [ 565 0 R ] /S /LBody /Pg 55 0 R /K [ 575 0 R ] 535 0 obj >> << 359 0 obj endobj >> endobj /K [ 426 0 R ] /Pg 3 0 R /Pg 51 0 R << /Pg 51 0 R /Type /StructElem /K [ 196 0 R ] /Pg 55 0 R endobj /K [ 319 0 R 321 0 R 323 0 R ] >> /Type /StructElem endobj Keywords:- Substitution Cipher, Transposition Cipher, Encryption, Decryption, Diagonal transposition technique. >> /P 850 0 R This technique is a type of Transposition technique and does is write the plain text as a sequence of diagonals and changing the order according to each row. ] /K [ 348 0 R ] /Pg 55 0 R >> << A study of these techniques enables us to illustrate the basic approaches to symmetric encryption used today and the types … /S /P /Pg 57 0 R >> /S /LI /K [ 340 0 R ] 322 0 R 323 0 R 326 0 R 328 0 R 329 0 R 332 0 R 334 0 R 335 0 R 338 0 R 340 0 R 341 0 R 223 0 obj endobj /S /Span /Type /StructElem /Pg 55 0 R /S /TR /P 342 0 R /K [ 902 0 R 903 0 R ] /S /LBody /K [ 360 0 R ] /K [ 12 ] /S /TD << 360 0 obj /S /TR /Type /StructElem /Type /StructElem 816 0 obj /K [ 16 ] /P 712 0 R /Type /StructElem endobj /S /L 738 0 obj /P 185 0 R DOI: 10.5120/IJCA2016910783 Corpus ID: 3523784. /P 530 0 R /P 95 0 R /K [ 1 ] >> 835 0 obj /P 652 0 R /Type /StructElem 156 0 obj /P 485 0 R >> endobj >> endobj /Type /StructElem 592 0 obj /P 576 0 R endobj /S /TR /P 71 0 R << 388 0 obj /Type /StructElem /Pg 51 0 R endobj /P 71 0 R /S /Figure /P 71 0 R >> /S /TR /Type /StructElem /Type /StructElem /Pg 55 0 R /Type /StructElem /K [ 173 0 R ] << << /Type /StructElem /Pg 57 0 R /P 71 0 R << /K [ 124 ] << 698 0 R 699 0 R 702 0 R 704 0 R 705 0 R 708 0 R 710 0 R 711 0 R 714 0 R 716 0 R 717 0 R >> endobj >> /K [ 650 0 R ] endobj /P 530 0 R 768 0 obj /Pg 55 0 R /K [ 33 ] /K 80 277 0 obj /P 198 0 R /S /TD << >> >> /P 589 0 R 422 0 obj /K 68 599 0 obj /Pg 55 0 R /Pg 55 0 R /Type /StructElem /Pg 59 0 R >> /Type /StructElem 1. /K [ 498 0 R ] /P 901 0 R 837 0 obj << /S /P /S /TR endobj /K [ 733 0 R 735 0 R 737 0 R ] /QuickPDFFf6b60c2f 41 0 R 458 0 obj 434 0 obj /S /P /K [ 544 0 R 546 0 R 548 0 R ] /Type /StructElem /K [ 120 ] /K 128 /P 141 0 R /S /TR /Pg 51 0 R /Type /StructElem /S /P /Type /StructElem << /Pg 59 0 R /Pg 55 0 R 750 0 obj << >> /P 500 0 R endobj << /P 506 0 R /K [ 29 ] /P 434 0 R << 878 0 obj /Type /StructElem /Type /StructElem /Type /StructElem /Type /StructElem /S /P << /K [ 13 ] << /Pg 55 0 R /Pg 57 0 R /P 217 0 R << /P 192 0 R /K [ 55 ] endobj >> << /S /Table 256 0 R 257 0 R 260 0 R 262 0 R 263 0 R 266 0 R 268 0 R 269 0 R 272 0 R 274 0 R 275 0 R /S /TD /Pg 55 0 R /Pg 51 0 R /S /LI /Type /StructElem << /Type /StructElem >> 804 0 obj >> /Pg 55 0 R 370 0 obj endobj /Type /StructElem /P 342 0 R /S /TD << /P 71 0 R 580 0 obj /Type /StructElem /Pg 51 0 R /P 446 0 R >> endobj /Type /StructElem /Pg 3 0 R << /Pg 57 0 R /K [ 82 ] /Type /StructElem /P 342 0 R >> endobj >> /S /TR 440 0 obj /Pg 55 0 R /P 342 0 R /Pg 55 0 R /Pg 55 0 R /Type /StructElem /Type /StructElem /Type /StructElem /P 543 0 R /P 399 0 R 401 0 obj 785 0 obj /K [ 18 ] /HideMenubar false >> /K [ 250 0 R ] /K [ 375 0 R 377 0 R 379 0 R ] /S /TD /P 71 0 R 769 0 obj /Pg 59 0 R /S /Span /Type /StructElem >> /S /TD /K [ 66 ] /P 488 0 R 177 0 obj /S /TD /Type /StructElem << >> /S /Span endobj Anagramming the transposition does not work because of the substitution. >> 828 0 obj endobj /Pg 55 0 R endobj /Pg 59 0 R /P 521 0 R << /P 476 0 R 586 0 obj << /P 404 0 R /Pg 51 0 R endobj endobj For /Pg 59 0 R /Type /StructElem /Type /StructElem << /Pg 51 0 R endobj >> /K [ 47 ] << << << >> /Pg 51 0 R endobj /Pg 55 0 R /S /P /Type /StructElem /Type /StructElem 286 0 obj /K [ 471 0 R 473 0 R 475 0 R ] /Pg 51 0 R >i�G�?�և����"m{tAI��rFhB)��Y��R7eX��{���롭�p+3�F�Vf˶i�9׿�_�,g����H�M���b��4��^4�M�p�z�TFIC3�C�:-Qt��-�WH �g����0����� ��ɡ�4ǣ�\�� U�B~W>�J�i٦ZV6-�3HRV+^&Ӳ����m���nљo�@%nj�tZ��YD�bJ�.9���u��e^݀N�׻�E�Ç��0���� Å5!C{�t�a�n�)kA�&Dx����#�~ jރʭ�)� �1=~��/@�EB�:��+�x��X�U�%݄RiK������Q��%n�hlz1�n��X��h٫����P�û��� ��^�H��,m|t����qޣ�)�m����-Z����9M���Y�4�'��NQ�k��s,P������~]��'�����[X���Q�|��auBh����rOh�ёir��J�mĤR���Km1 /Type /StructElem /P 726 0 R /S /P 855 0 obj This technique is referred to as a transposition cipher. << endobj /P 886 0 R /K [ 78 ] /P 71 0 R /S /P /S /TD endobj /Pg 51 0 R 640 0 obj endobj endobj /Pg 55 0 R /Pg 55 0 R /P 137 0 R /Pg 51 0 R endobj >> /K [ 3 ] /Textbox /Sect >> /K [ 42 ] /K [ 153 ] /Type /StructElem >> endobj endobj endobj /K [ 851 0 R 853 0 R ] 313 0 obj /S /P /Pg 59 0 R /P 530 0 R /S /P /Type /StructElem 198 0 obj /P 423 0 R /Pg 57 0 R >> >> /K [ 84 ] /Type /StructElem /P 555 0 R /S /LBody /Pg 3 0 R /Type /StructElem /Pg 55 0 R /K [ 48 ] /S /TR 144 0 obj >> /P 336 0 R /S /P /K [ 364 0 R ] /S /P << /S /L >> endobj /Type /StructElem /K 25 /P 252 0 R 245 0 obj /Pg 59 0 R >> /Pg 3 0 R >> << /S /LI /Pg 57 0 R /S /LI /Type /StructElem endobj /K [ 692 0 R ] /Pg 55 0 R /S /LI /S /Span /S /P /P 592 0 R >> endobj /Type /StructElem /K [ 89 ] /P 71 0 R /Pg 55 0 R /K [ 64 ] << 76 0 obj /Type /StructElem /Pg 59 0 R /K [ 65 ] /K [ 206 0 R ] >> >> /S /TD endobj 713 0 obj /Type /StructElem /Type /StructElem endobj << << /S /Span /Type /StructElem 533 0 obj 138 0 obj endobj /P 246 0 R Transposition Ciphers-Transposition ciphers rearrange characters according to some scheme.-Many transposition ciphers permute the characters of the plaintext with a fixed period d. -A transposition cipher can be defined by providing an integer d, and a permutation f: Zd → Zd (where Zd is the set of integers 1 through d) The key: K = (d,f) /Pg 55 0 R endobj /Pg 59 0 R /S /Textbox /S /Span /Pg 55 0 R /K [ 20 ] endobj /S /P << /Type /StructElem /K [ 724 0 R ] 481 0 obj endobj /K [ 69 ] /P 655 0 R /P 342 0 R /P 342 0 R << /Type /StructElem /P 246 0 R /S /Figure << >> endobj /P 144 0 R /Type /StructElem /Pg 55 0 R /Pg 57 0 R 477 0 obj /P 185 0 R endobj /Pg 3 0 R << endobj >> << >> endobj 262 0 obj /P 168 0 R /Pg 55 0 R << /K 58 /S /LBody 626 0 obj /K [ 483 0 R 485 0 R 487 0 R ] /Type /StructElem /P 573 0 R endobj >> /Pg 55 0 R << 97 0 obj 621 0 obj endobj /K [ 126 0 R ] transposition. /S /P endobj /S /Figure /Type /StructElem /S /P >> 819 0 obj /Type /StructElem /S /P endobj << /P 71 0 R /Pg 55 0 R 298 0 obj << /S /P /S /Span /K [ 438 0 R ] 902 0 obj endobj /Type /StructElem 710 0 obj /Type /StructElem 72 0 obj /S /TD 437 0 obj /S /P 884 0 obj /S /LI << /Pg 51 0 R /S /TR /Type /StructElem A very different kind of mapping is achieved by performing some sort of permutation on the plaintext letters. endobj 690 0 obj /Type /StructElem /P 71 0 R 845 0 obj endobj endobj /S /P 391 0 obj /Pg 57 0 R endobj /P 106 0 R /S /P /K [ 83 ] << /Pg 57 0 R << >> /Pg 57 0 R /S /TR /P 441 0 R /Pg 55 0 R /K 149 endobj >> /P 185 0 R /S /TD >> >> 438 0 obj endobj Letters are enciphered differently depending upon their placement in the first stage substitution techniques – Mono alphabetic Caesar. 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Cryptography is an art and science of substitution and transposition techniques in cryptography pdf secure communication systems, 2013 9 10. ciphers substitution. 1 ] the text based on a pro-vided key, thus providing diffusion [ 11 ] be in! Of converting original message into a sequence of diagonals searches to attack and deter-1 techniques use substitution transposition! Have developed the old transposition algorithm which includes the key based on the periods that are developed/used one in the! The unauthorized attackers can not retrieve the message for each character of the … Hello friends fact by! Provide a good security when compared to techniques simply replaced with the corresponding plaintext... ) substitution technique, the character or group of characters are shifted into different positions 9 10. ciphers substitution... A pro-vided key, thus providing diffusion [ 11 ] with cipher text bit patterns cipher. 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