Solving Classical Ciphers with Cryptool 2
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Classical Encryption Techniques
CPE 542: CRYPTOGRAPHY & NETWORK SECURITY Chapter 2: Classical Encryption Techniques Dr. Lo’ai Tawalbeh Computer Engineering Department Jordan University of Science and Technology Jordan Dr. Lo’ai Tawalbeh Fall 2005 Introduction Basic Terminology • plaintext - the original message • ciphertext - the coded message • key - information used in encryption/decryption, and known only to sender/receiver • encipher (encrypt) - converting plaintext to ciphertext using key • decipher (decrypt) - recovering ciphertext from plaintext using key • cryptography - study of encryption principles/methods/designs • cryptanalysis (code breaking) - the study of principles/ methods of deciphering ciphertext Dr. Lo’ai Tawalbeh Fall 2005 1 Cryptographic Systems Cryptographic Systems are categorized according to: 1. The operation used in transferring plaintext to ciphertext: • Substitution: each element in the plaintext is mapped into another element • Transposition: the elements in the plaintext are re-arranged. 2. The number of keys used: • Symmetric (private- key) : both the sender and receiver use the same key • Asymmetric (public-key) : sender and receiver use different key 3. The way the plaintext is processed : • Block cipher : inputs are processed one block at a time, producing a corresponding output block. • Stream cipher: inputs are processed continuously, producing one element at a time (bit, Dr. Lo’ai Tawalbeh Fall 2005 Cryptographic Systems Symmetric Encryption Model Dr. Lo’ai Tawalbeh Fall 2005 2 Cryptographic Systems Requirements • two requirements for secure use of symmetric encryption: 1. a strong encryption algorithm 2. a secret key known only to sender / receiver •Y = Ek(X), where X: the plaintext, Y: the ciphertext •X = Dk(Y) • assume encryption algorithm is known •implies a secure channel to distribute key Dr. -
Enhancing the Security of Caesar Cipher Substitution Method Using a Randomized Approach for More Secure Communication
International Journal of Computer Applications (0975 – 8887) Volume 129 – No.13, November2015 Enhancing the Security of Caesar Cipher Substitution Method using a Randomized Approach for more Secure Communication Atish Jain Ronak Dedhia Abhijit Patil Dept. of Computer Engineering Dept. of Computer Engineering Dept. of Computer Engineering D.J. Sanghvi College of D.J. Sanghvi College of D.J. Sanghvi College of Engineering Engineering Engineering Mumbai University, Mumbai, Mumbai University, Mumbai, Mumbai University, Mumbai, India India India ABSTRACT communication can be encoded to prevent their contents from Caesar cipher is an ancient, elementary method of encrypting being disclosed through various techniques like interception plain text message into cipher text protecting it from of message or eavesdropping. Different ways include using adversaries. However, with the advent of powerful computers, ciphers, codes, substitution, etc. so that only the authorized there is a need for increasing the complexity of such people can view and interpret the real message correctly. techniques. This paper contributes in the area of classical Cryptography concerns itself with four main objectives, cryptography by providing a modified and expanded version namely, 1) Confidentiality, 2) Integrity, 3) Non-repudiation for Caesar cipher using knowledge of mathematics and and 4) Authentication. [1] computer science. To increase the strength of this classical Cryptography is divided into two types, Symmetric key and encryption technique, the proposed modified algorithm uses Asymmetric key cryptography. In Symmetric key the concepts of affine ciphers, transposition ciphers and cryptography a single key is shared between sender and randomized substitution techniques to create a cipher text receiver. The sender uses the shared key and encryption which is nearly impossible to decode. -
Implementation and Didactical Visualization of the Chacha Cipher Family in Cryptool 2
Implementation and Didactical Visualization of the ChaCha Cipher Family in CrypTool 2 Bachelor’s Thesis Ramdip Gill Supervisor Priv.-Doz. Dr. Wolfgang Merkle Second Supervisor Prof. Dr. Frederik Armknecht Heidelberg, December 11, 2020 Faculty of Mathematics and Computer Science Heidelberg University ABSTRACT This thesis is about the implementation of the ChaCha plug-in in CrypTool 2. The thesis introduces the ChaCha cipher family, explains what the plug-in is capa- ble of, and gives insight into the development process of the plug-in. ChaCha is used in the Transport Layer Security protocol (TLS) since 2014 and so very relevant for applied modern cryptography. Because of the importance of ChaCha its internal design should be made more accessible to the broader public. This is the actual goal of the plug-in. The goal is achieved by focusing on an in-depth but easy to understand visualiza- tion of the encryption process. CrypTool 2 is the most popular e-learning platform in the field of cryptology, used in schools, universities, and companies. Incorporat- ing this plug-in into CrypTool 2 helps to reach a broad audience. iii ZUSAMMENFASSUNG Diese Bachelorarbeit befasst sich mit der Implementierung des ChaCha Plugins für CrypTool 2. Die Arbeit stellt die Familie der ChaCha-Chiffren vor; erklärt, wozu das Plugin in der Lage ist; und gibt Einblick in den Entwicklungsprozess des Plugins. ChaCha wird seit 2014 im Transport Layer Security-Protokoll (TLS) verwendet und ist daher für die angewandte moderne Kryptographie sehr relevant. Aufgrund der Bedeutung von ChaCha sollte sein internes Design der breiten Öffentlichkeit zu- gänglicher gemacht werden. -
COS433/Math 473: Cryptography Mark Zhandry Princeton University Spring 2017 Cryptography Is Everywhere a Long & Rich History
COS433/Math 473: Cryptography Mark Zhandry Princeton University Spring 2017 Cryptography Is Everywhere A Long & Rich History Examples: • ~50 B.C. – Caesar Cipher • 1587 – Babington Plot • WWI – Zimmermann Telegram • WWII – Enigma • 1976/77 – Public Key Cryptography • 1990’s – Widespread adoption on the Internet Increasingly Important COS 433 Practice Theory Inherent to the study of crypto • Working knowledge of fundamentals is crucial • Cannot discern security by experimentation • Proofs, reductions, probability are necessary COS 433 What you should expect to learn: • Foundations and principles of modern cryptography • Core building blocks • Applications Bonus: • Debunking some Hollywood crypto • Better understanding of crypto news COS 433 What you will not learn: • Hacking • Crypto implementations • How to design secure systems • Viruses, worms, buffer overflows, etc Administrivia Course Information Instructor: Mark Zhandry (mzhandry@p) TA: Fermi Ma (fermima1@g) Lectures: MW 1:30-2:50pm Webpage: cs.princeton.edu/~mzhandry/2017-Spring-COS433/ Office Hours: please fill out Doodle poll Piazza piaZZa.com/princeton/spring2017/cos433mat473_s2017 Main channel of communication • Course announcements • Discuss homework problems with other students • Find study groups • Ask content questions to instructors, other students Prerequisites • Ability to read and write mathematical proofs • Familiarity with algorithms, analyZing running time, proving correctness, O notation • Basic probability (random variables, expectation) Helpful: • Familiarity with NP-Completeness, reductions • Basic number theory (modular arithmetic, etc) Reading No required text Computer Science/Mathematics Chapman & Hall/CRC If you want a text to follow along with: Second CRYPTOGRAPHY AND NETWORK SECURITY Cryptography is ubiquitous and plays a key role in ensuring data secrecy and Edition integrity as well as in securing computer systems more broadly. -
Simple Substitution and Caesar Ciphers
Spring 2015 Chris Christensen MAT/CSC 483 Simple Substitution Ciphers The art of writing secret messages – intelligible to those who are in possession of the key and unintelligible to all others – has been studied for centuries. The usefulness of such messages, especially in time of war, is obvious; on the other hand, their solution may be a matter of great importance to those from whom the key is concealed. But the romance connected with the subject, the not uncommon desire to discover a secret, and the implied challenge to the ingenuity of all from who it is hidden have attracted to the subject the attention of many to whom its utility is a matter of indifference. Abraham Sinkov In Mathematical Recreations & Essays By W.W. Rouse Ball and H.S.M. Coxeter, c. 1938 We begin our study of cryptology from the romantic point of view – the point of view of someone who has the “not uncommon desire to discover a secret” and someone who takes up the “implied challenged to the ingenuity” that is tossed down by secret writing. We begin with one of the most common classical ciphers: simple substitution. A simple substitution cipher is a method of concealment that replaces each letter of a plaintext message with another letter. Here is the key to a simple substitution cipher: Plaintext letters: abcdefghijklmnopqrstuvwxyz Ciphertext letters: EKMFLGDQVZNTOWYHXUSPAIBRCJ The key gives the correspondence between a plaintext letter and its replacement ciphertext letter. (It is traditional to use small letters for plaintext and capital letters, or small capital letters, for ciphertext. We will not use small capital letters for ciphertext so that plaintext and ciphertext letters will line up vertically.) Using this key, every plaintext letter a would be replaced by ciphertext E, every plaintext letter e by L, etc. -
Amy Bell Abilene, TX December 2005
Compositional Cryptology Thesis Presented to the Honors Committee of McMurry University In partial fulfillment of the requirements for Undergraduate Honors in Math By Amy Bell Abilene, TX December 2005 i ii Acknowledgements I could not have completed this thesis without all the support of my professors, family, and friends. Dr. McCoun especially deserves many thanks for helping me to develop the idea of compositional cryptology and for all the countless hours spent discussing new ideas and ways to expand my thesis. Because of his persistence and dedication, I was able to learn and go deeper into the subject matter than I ever expected. My committee members, Dr. Rittenhouse and Dr. Thornburg were also extremely helpful in giving me great advice for presenting my thesis. I also want to thank my family for always supporting me through everything. Without their love and encouragement I would never have been able to complete my thesis. Thanks also should go to my wonderful roommates who helped to keep me motivated during the final stressful months of my thesis. I especially want to thank my fiancé, Gian Falco, who has always believed in me and given me so much love and support throughout my college career. There are many more professors, coaches, and friends that I want to thank not only for encouraging me with my thesis, but also for helping me through all my pursuits at school. Thank you to all of my McMurry family! iii Preface The goal of this research was to gain a deeper understanding of some existing cryptosystems, to implement these cryptosystems in a computer programming language of my choice, and to discover whether the composition of cryptosystems leads to greater security. -
Cryptology with Jcryptool V1.0
www.cryptool.org Cryptology with JCrypTool (JCT) A Practical Introduction to Cryptography and Cryptanalysis Prof Bernhard Esslinger and the CrypTool team Nov 24th, 2020 JCrypTool 1.0 Cryptology with JCrypTool Agenda Introduction to the e-learning software JCrypTool 2 Applications within JCT – a selection 22 How to participate 87 JCrypTool 1.0 Page 2 / 92 Introduction to the software JCrypTool (JCT) Overview JCrypTool – A cryptographic e-learning platform Page 4 What is cryptology? Page 5 The Default Perspective of JCT Page 6 Typical usage of JCT in the Default Perspective Page 7 The Algorithm Perspective of JCT Page 9 The Crypto Explorer Page 10 Algorithms in the Crypto Explorer view Page 11 The Analysis tools Page 13 Visuals & Games Page 14 General operation instructions Page 15 User settings Page 20 Command line parameters Page 21 JCrypTool 1.0 Page 3 / 92 JCrypTool – A cryptographic e-learning platform The project Overview . JCrypTool – abbreviated as JCT – is a free e-learning software for classical and modern cryptology. JCT is platform independent, i.e. it is executable on Windows, MacOS and Linux. It has a modern pure-plugin architecture. JCT is developed within the open-source project CrypTool (www.cryptool.org). The CrypTool project aims to explain and visualize cryptography and cryptanalysis in an easy and understandable way while still being correct from a scientific point of view. The target audience of JCT are mainly: ‐ Pupils and students ‐ Teachers and lecturers/professors ‐ Employees in awareness campaigns ‐ People interested in cryptology. As JCT is open-source software, everyone is capable of implementing his own plugins. -
Codebusters Coaches Institute Notes
BEING COVER AGENT FIXED DELAY, PILOT RIGHT PLANE, CATCH SMALL RADIO (CODEBUSTERS) This is the first year CodeBusters will be a National event. A few changes have been made since the North Carolina trial event last year. 1. The Atbash Cipher has been added. 2. The running key cipher has been removed. 3. K2 alphabets have been added in addition to K1 alphabets 4. Hill Cipher decryption has been added with a given decryption matrix. 5. The points scale has been doubled, but the timing bonus has been increased by only 50% in order to further balance the test. 1 TYPES OF PROBLEMS 1.1 ARISTOCRAT (EASY TO HARD DIFFICULTY) http://www.cryptograms.org/tutorial.php An Aristocrat is the typical Crypto-quote you see in the newspaper. Word spaces are preserved. No letter will stand for itself and the replacement table is given as a guide (but doesn’t need to be filled in by the team to get credit). FXP PGYAPYF FIKP ME JAKXPT AY FXP GTAYFMJTGF THE EASIEST TYPE OF CIPHER IS THE ARISTOCRAT A B C D E F G H I J K L M N O P Q R S T U V W X Y Z Frequency 4 1 6 3 1 2 2 2 6 3 3 4 Replacement I F T A Y C P O E R H S 1.2 ARISTOCRATS WITH SPELLING AND/OR GRAMMAR ERRORS (MEDIUM TO VERY HARD DIFFICULTY) For these, either words will be misspelled or grammatical errors introduced. From a student perspective, it is what they might expect when someone finger fumbles a text message or has a bad voice transcription. -
Visualization of the Avalanche Effect in CT2
University of Mannheim Faculty for Business Informatics & Business Mathematics Theoretical Computer Science and IT Security Group Bachelor's Thesis Visualization of the Avalanche Effect in CT2 as part of the degree program Bachelor of Science Wirtschaftsinformatik submitted by Camilo Echeverri [email protected] on October 31, 2016 (2nd revised public version, Apr 18, 2017) Supervisors: Prof. Dr. Frederik Armknecht Prof. Bernhard Esslinger Visualization of the Avalanche Effect in CT2 Abstract Cryptographic algorithms must fulfill certain properties concerning their security. This thesis aims at providing insights into the importance of the avalanche effect property by introducing a new plugin for the cryptography and cryptanalysis platform CrypTool 2. The thesis addresses some of the desired properties, discusses the implementation of the plugin for modern and classic ciphers, guides the reader on how to use it, applies the proposed tool in order to test the avalanche effect of different cryptographic ciphers and hash functions, and interprets the results obtained. 2 Contents Abstract .......................................... 2 Contents .......................................... 3 List of Abbreviations .................................. 5 List of Figures ...................................... 6 List of Tables ....................................... 7 1 Introduction ..................................... 8 1.1 CrypTool 2 . 8 1.2 Outline of the Thesis . 9 2 Properties of Secure Block Ciphers ....................... 10 2.1 Avalanche Effect . 10 2.2 Completeness . 10 3 Related Work ..................................... 11 4 Plugin Design and Implementation ....................... 12 4.1 General Description of the Plugin . 12 4.2 Prepared Methods . 14 4.2.1 AES and DES . 14 4.3 Unprepared Methods . 20 4.3.1 Classic Ciphers, Modern Ciphers, and Hash Functions . 20 4.4 Architecture of the Code . 22 4.5 Limitations and Future Work . -
A Cipher Based on the Random Sequence of Digits in Irrational Numbers
https://doi.org/10.48009/1_iis_2016_14-25 Issues in Information Systems Volume 17, Issue I, pp. 14-25, 2016 A CIPHER BASED ON THE RANDOM SEQUENCE OF DIGITS IN IRRATIONAL NUMBERS J. L. González-Santander, [email protected], Universidad Católica de Valencia “san Vicente mártir” G. Martín González. [email protected], Universidad Católica de Valencia “san Vicente mártir” ABSTRACT An encryption method combining a transposition cipher with one-time pad cipher is proposed. The transposition cipher prevents the malleability of the messages and the randomness of one-time pad cipher is based on the normality of "almost" all irrational numbers. Further, authentication and perfect forward secrecy are implemented. This method is quite suitable for communication within groups of people who know one each other in advance, such as mobile chat groups. Keywords: One-time Pad Cipher, Transposition Ciphers, Chat Mobile Groups Privacy, Forward Secrecy INTRODUCTION In cryptography, a cipher is a procedure for encoding and decoding a message in such a way that only authorized parties can write and read information about the message. Generally speaking, there are two main different cipher methods, transposition, and substitution ciphers, both methods being known from Antiquity. For instance, Caesar cipher consists in substitute each letter of the plaintext some fixed number of positions further down the alphabet. The name of this cipher came from Julius Caesar because he used this method taking a shift of three to communicate to his generals (Suetonius, c. 69-122 AD). In ancient Sparta, the transposition cipher entailed the use of a simple device, the scytale (skytálē) to encrypt and decrypt messages (Plutarch, c. -
Cryptanalysis of Mono-Alphabetic Substitution Ciphers Using Genetic Algorithms and Simulated Annealing Shalini Jain Marathwada Institute of Technology, Dr
Vol. 08 No. 01 2018 p-ISSN 2202-2821 e-ISSN 1839-6518 (Australian ISSN Agency) 82800801201801 Cryptanalysis of Mono-Alphabetic Substitution Ciphers using Genetic Algorithms and Simulated Annealing Shalini Jain Marathwada Institute of Technology, Dr. Babasaheb Ambedkar Marathwada University, India Nalin Chhibber University of Waterloo, Ontario, Canada Sweta Kandi Marathwada Institute of Technology, Dr. Babasaheb Ambedkar Marathwada University, India ABSTRACT – In this paper, we intend to apply the principles of genetic algorithms along with simulated annealing to cryptanalyze a mono-alphabetic substitution cipher. The type of attack used for cryptanalysis is a ciphertext-only attack in which we don’t know any plaintext. In genetic algorithms and simulated annealing, for ciphertext-only attack, we need to have the solution space or any method to match the decrypted text to the language text. However, the challenge is to implement the project while maintaining computational efficiency and a high degree of security. We carry out three attacks, the first of which uses genetic algorithms alone, the second which uses simulated annealing alone and the third which uses a combination of genetic algorithms and simulated annealing. Key words: Cryptanalysis, mono-alphabetic substitution cipher, genetic algorithms, simulated annealing, fitness I. Introduction II. Mono-alphabetic substitution cipher Cryptanalysis involves the dissection of computer systems by A mono-alphabetic substitution cipher is a class of substitution unauthorized persons in order to gain knowledge about the ciphers in which the same letters of the plaintext are replaced unknown aspects of the system. It can be used to gain control by the same letters of the ciphertext. -
Of Ciphers and Neurons Detecting the Type of Ciphers Using Artificial Neural Networks
Of Ciphers and Neurons Detecting the Type of Ciphers Using Artificial Neural Networks Nils Kopal University of Siegen, Germany [email protected] Abstract cuits). ANNs found usages in a broad set of dif- ferent applications and research fields. Their main There are many (historical) unsolved ci- purpose is fast filtering, classifying, and process- phertexts from which we don’t know the ing of (mostly) non-linear data, e.g. image pro- type of cipher which was used to encrypt cessing, speech recognition, and language trans- these. A first step each cryptanalyst does lation. Besides that, scientists were also able to is to try to identify their cipher types us- “teach” ANNs to play games or to create paintings ing different (statistical) methods. This in the style of famous artists. can be difficult, since a multitude of ci- Inspired by the vast growth of ANNs, also cryp- pher types exist. To help cryptanalysts, tologists started to use them for different crypto- we developed a first version of an artifi- graphic and cryptanalytic problems. Examples are cial neural network that is right now able the learning of complex cryptographic algorithms, to differentiate between five classical ci- e.g. the Enigma machine, or the detection of the phers: simple monoalphabetic substitu- type of cipher used for encrypting a specific ci- tion, Vigenere,` Playfair, Hill, and transpo- phertext. sition. The network is based on Google’s In late 2019 Stamp published a challenge on the TensorFlow library as well as Keras. This MysteryTwister C3 (MTC3) website called “Ci- paper presents the current progress in the pher ID”.