Levels Tought:
University
Teaching Since: | Apr 2017 |
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Questions Answered: | 9562 |
Tutorials Posted: | 9559 |
bachelor in business administration
Polytechnic State University Sanluis
Jan-2006 - Nov-2010
CPA
Polytechnic State University
Jan-2012 - Nov-2016
Professor
Harvard Square Academy (HS2)
Mar-2012 - Present
1. (a) Search and define knight tour. (b) We use Spartan transposition with entry path a knight tour and then the chess board is read by rows, starting by the top row. Give a key k = (d,f), according to the notation of Module 1. (c) How many keys are there that correspond to a closed knight tour? You can search this information on the web. (d) Choose a text and encrypt it using this cipher. (e) Can you decode the message EMODEUDRSRREOEUQALCSAAOOOALSSTLNTAOBVOAHBORINYENTLITUVABTAANBAEZ (without blank spaces), that corresponds to the next knight tour?Â
(f) Giveaproceduretocheckwhetheragivenfcorrespondstoa knight tour. 2. (a) How must be a matrix K in order to be used for a Hill cipher? (b) A Hill cipher is used and an attacker knows the parameters d = 7 and n = 26.
2. (a) How must be a matrix K in order to be used for a Hill cipher?
(b) A Hill cipher is used and an attacker knows the parameters d = 7 and n = 26. If the attacker can make an attack with chosen plain text of 50characters, whattext would give the key with less computation? Explain how you would obtain the key. 3. We are trying to determine one person among the list {Juan, Jaime, Jose, Antonio, Pedro, Julio, Ana, Maite´, Carmen, Angeles, Mercedes, Mar´ıa}. (a) How many bits of information give the next fields? Which field gives more information and which field gives
3. We are trying to determine one person among the list {Juan, Jaime, Jose, Antonio, Pedro, Julio, Ana, Maite´, Carmen, Angeles, Mercedes, Mar´ıa}. (a) How many bits of information give the next fields? Which field gives more information and which field gives
(a) How many bits of information give the next fields? Which field gives more information and which field gives less information?
• Gender • First letter • Number of letters in the name • Language of the name (b) Compute the conditioned entropy • H(gender|firstletter) • H(firstletter|gender) (c) If we denote • X =gender, • Y =first letter, check that H(X) + H(Y |X) = H(Y ) + H(X|Y ). 4. (a) What is the largest period that a cipher sequence generated by
• First letter • Number of letters in the name • Language of the name
• Number of letters in the name • Language of the name
• Language of the name
(b) Compute the conditioned entropy • H(gender|firstletter) • H(firstletter|gender) (c) If we denote • X =gender, • Y =first letter, check that H(X) + H(Y |X) = H(Y ) + H(X|Y ). 4. (a) What is the largest period that a cipher sequence generated by
• H(gender|firstletter) • H(firstletter|gender) (c) If we denote • X =gender, • Y =first letter, check that H(X) + H(Y |X) = H(Y ) + H(X|Y ). 4. (a) What is the largest period that a cipher sequence generated by
• H(firstletter|gender) (c) If we denote • X =gender, • Y =first letter, check that H(X) + H(Y |X) = H(Y ) + H(X|Y ). 4. (a) What is the largest period that a cipher sequence generated by
(c) If we denote • X =gender, • Y =first letter, check that H(X) + H(Y |X) = H(Y ) + H(X|Y ). 4. (a) What is the largest period that a cipher sequence generated by
4. (a) What is the largest period that a cipher sequence generated by a LFSR register with connection polynomial of degree 4 can have? (b) Give three polynomials f, g, h of Z2[x] of degree 4, such that •
(b) Give three polynomials f, g, h of Z2[x] of degree 4, such that • feis reducible, • g is irreducible but not primitive, • h is primitive. (c) Generate two different
(c) Generate two different
(c) Generate two different cipher sequences for the LFSR registers with connection polynomialf,g,h,r espectively. (d) Check that the cipher sequences generated by f depend on the initial state. (e) Checkthattheciphersequencesgeneratedbyfhaveperiodsmaller than themaximumstatedasananswertothefirstquestion. (f) Check that the cipher sequences generated by g all have the same period. (g) Check that the cipher sequences generated by g have a period that is a divisor ofthe maximum stated as an answer to the first question. (h) Check that the cipher sequences generated by h have period equal to the maximum stated as an answer to the firstquestion. (i) Check that different cipher sequences generated by h are just a cyclic permutation of each other.
(d) Check that the cipher sequences generated by f depend on the initial state.
(e) Check that the cipher sequences generated by have period smaller than the maximum stated as an answer to the first question. (f) Check that the cipher sequences generated by g all have the same period. (g) Check that the cipher sequences generated by g have a period that is a divisor of the maximum stated as an answer to the first question. (h) Check that the cipher sequences generated by h have a period equal to the maximum stated as an answer to the first question. (i) Check that different cipher sequences generated by h are just a cyclic permutation of each other.
(f) Check that the cipher sequences generated by g all have the same period.
(g) Check that the cipher sequences generated by g have a period that is a divisor of the maximum stated as an answer to the first question. (h) Check that the cipher sequences generated by h have a period equal to the maximum stated as an answer to the first question. (i) Check that different cipher sequences generated by h are just a cyclic permutation of each other.
(d) Check that the cipher sequences generated by f depend on the initial state. (e) Checkthattheciphersequencesgeneratedbyfhaveperiodsmaller than
(e) Checkthattheciphersequencesgeneratedbyfhaveperiodsmaller than the maximum stated as an answer to the first question. (f) Check that the cipher sequences generated by g all have the same period. (g) Check that the cipher sequences generated by g have a period that is a divisor
(f) Check that the cipher sequences generated by g all have the same period. (g) Check that the cipher sequences generated by g have a period that is a divisor
(g) Check that the cipher sequences generated by g have a period that is a divisor of the maximum stated as an answer to the first question. (h) Check that the cipher sequences generated by h.
(h) Check that the cipher sequences generated by h have period equal to the maximum stated as an answer to the first question.
(i) Check that different cipher sequences generated by h are just a cyclic permutation of each other.
(d) Check that the cipher sequences generated by f depend on the initial state. (e) Checkthattheciphersequencesgeneratedbyfhaveperiodsmaller than themaximumstatedasananswertothefirstquestion. (f) Check that the cipher sequences generated by g all have the same period. (g) Check that the cipher sequences generated by g have a period that is a divisor ofthe maximum stated as an answer to the first question. (h) Check that the cipher sequences generated by h have period equal to the maximum stated as an answer to the firstquestion. (i) Check that different cipher sequences generated by h are just a cyclic permutation of each other.
(d) Check that the cipher sequences generated by f depend on the initial state. (e) Checkthattheciphersequencesgeneratedbyfhaveperiodsmaller than themaximumstatedasananswertothefirstquestion. (f) Check that the cipher sequences generated by g all have the same period. (g) Check that the cipher sequences generated by g have a period that is a divisor ofthe maximum stated as an answer to the first question. (h) Check that the cipher sequences generated by h have period equal to the maximum stated as an answer to the firstquestion. (i) Check that different cipher sequences generated by h are just a cyclic permutation of each other.
(d) Check that the cipher sequences generated by f depend on the initial state. (e) Checkthattheciphersequencesgeneratedbyfhaveperiodsmaller than themaximumstatedasananswertothefirstquestion. (f) Check that the cipher sequences generated by g all have the same period. (g) Check that the cipher sequences generated by g have a period that is a divisor ofthe maximum stated as an answer to the first question. (h) Check that the cipher sequences generated by h have period equal to the maximum stated as an answer to the firstquestion. (i) Check that different cipher sequences generated by h are just a cyclic permutation of each other.
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