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Pseudorandom Musings | An amateur's thoughts on cryptography and mathematicsAn amateur's thoughts on cryptography and mathematics
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An amateur's thoughts on cryptography and mathematics
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Knapsack Cryptosystems (Part 1) | Pseudorandom Musings
https://pseudorandomized.wordpress.com/2013/04/19/knapsack-cryptosystems-part-1
An amateur's thoughts on cryptography and mathematics. Knapsack Cryptosystems (Part 1). Knapsack cryptosystems represent one of the first examples of using an NP-complete problem to develop a secure public key scheme. In this case, we use the subset-set problem. In the subset-sum problem, we are given a list of positive integers. And a target value. The problem is to find a subset. As a small example, let. Then there exists a subset of. If instead however,. Then there is no subset of. Then, we say that.
Zero-Knowledge Proofs (Informal) | Pseudorandom Musings
https://pseudorandomized.wordpress.com/2013/04/24/zero-knowledge-proofs-intuition
An amateur's thoughts on cryptography and mathematics. A common conversation amongst kids might go something like this (for lack of better names, I’ll call them Alice and Bob):. Hey Bob, I have a secret! I like secrets. Tell me! If I told you, it wouldn’t be a secret anymore! Ha, I bet you don’t have a secret! Well then, prove it! So, the natural question is whether we can do better? Being a very clever person, Alice thinks of a way to let Bob know that she discovered the secret to the cave without expli...
Variational Characterization of Eigenvalues | Pseudorandom Musings
https://pseudorandomized.wordpress.com/2014/04/18/variational-characterization-of-eigenvalues
An amateur's thoughts on cryptography and mathematics. Variational Characterization of Eigenvalues. For real, symmetric matrices in. The spectral decomposition theorem states that there exist eigenvalues. Is an orthonormal basis for. In this post, we will provide a proof of the spectral theorem for real symmetric matrices and continue to develop a variational characterization of. In our exposition, we will freely use the isomorphism between linear functions over. Matrix. The eigenvalues of. Then, we have.
Knapsack Cryptosystems (Part 2) | Pseudorandom Musings
https://pseudorandomized.wordpress.com/2013/04/20/knapsack-cryptosystems-part-2-2
An amateur's thoughts on cryptography and mathematics. Knapsack Cryptosystems (Part 2). In this post, I continue the discussion from the previous post. Be a set of numbers. Suppose we want to encode an. Bit message with bits. Observe that to recover the bits of the message. Amounts to solving a subset-sum problem, which is intractable for large. Note that for this scheme to work, the subset summing to a particular. Must be unique. Note that this property is satisfied if. That is not superincreasing.
Pairings and Three-Party Diffie-Hellman | Pseudorandom Musings
https://pseudorandomized.wordpress.com/2013/09/01/pairings-and-three-party-diffie-hellman-2
An amateur's thoughts on cryptography and mathematics. Pairings and Three-Party Diffie-Hellman. Be groups with prime order. Be generators for their respective groups. A pairing is a mapping. Such that the following two properties hold:. Denotes the identity element in. While not strictly part of the definition, we often require that the pairing. Be efficiently computable. In the cases that we will consider, the pairing is symmetric, that is,. For notational simplicity, we will denote. And so the pairing.
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David Wu
https://crypto.stanford.edu/~dwu4
Department of Computer Science. Email: dwu4@cs.stanford.edu. Research Interests: Cryptography, Computer Security. I am currently a third-year computer science PhD student in the Applied Cryptography Group. At Stanford University and am advised by Dan Boneh. My primary research interests are in applied cryptography and computer security. Please see my publications. Pages to get a sense of the projects I have worked on. I currently coordinate the Stanford Security Seminar. Stanford, CA 94305.
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pseudorandom bits | occasional thoughts on software development (among other things)
Occasional thoughts on software development (among other things). HTML and CSS Advanced. HTML5 & CSS3. June 29, 2015. Bull; 0 Comments. If you’ve worked with languages like C and C before coming to JavaScript, it may be unexpected behavior. If you’re learning JavaScript as your first programming language, you may not even be aware it’s happening. This behavior shouldn’t be surprising, but an example of closure might be. JavaScript allows us to define functions within other functions. We can...Var c = new...
pseudorandombits.wordpress.com
Pseudorandom Bits
A backwater in the vast ocean of thought. The Web is made of bits. Here are some of my bits, added to those other bits. Bits of information, bits of my thoughts, bits of others' thoughts. Maybe they seem a bit random, but, who knows? There must be some bits here somewhere.". World’s narrowest train right-of-way? No one knows how to make a pencil. You, too, can be a Nobel Peace Prize Contender. Best Friends – a kid, a dog and a puddle. Closer to the record. On Multiplication with lines. Since some links a...
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pseudorandomized.wordpress.com
Pseudorandom Musings | An amateur's thoughts on cryptography and mathematics
An amateur's thoughts on cryptography and mathematics. Variational Characterization of Eigenvalues. For real, symmetric matrices in. The spectral decomposition theorem states that there exist eigenvalues. Is an orthonormal basis for. In this post, we will provide a proof of the spectral theorem for real symmetric matrices and continue to develop a variational characterization of. In our exposition, we will freely use the isomorphism between linear functions over. Matrix. The eigenvalues of. Then, we have.
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pseudorandom musings | Anything and Everything.
One of my favourite places in Delhi! Originally posted on CHOMP! Does not only house an immense collection of books, quirky seasonal nitbits but is also house to one of the best book cafes of Delhi Cha Bar. This crazy, huge light fixture is a part of the minimal ambiance that Cha Bar offers. Marble table tops and no fuss chairs with spools of chuckling and abuzz with tales. Another signature trademark of the book cafe are the flowers placed on each table in a cut marble stone. August 16, 2015. The song t...
Pseudo Randomness | Because true randomness is not possible, pseudo-randomness is the next best thing.
Because true randomness is not possible, pseudo-randomness is the next best thing. Monotheism in Classical Greek Poetry. How to Read a Book. Monotheism in Classical Greek Poetry. A lot of Greek poetry we are familiar with is about fiction. Once in a while you come across great philosophical poems. One such fascinating poem is by Xenophanes. Homer and Hesiod have attributed to the gods. Everything that is blameworthy and disgraceful among humans. Theft and adultery and mutual trickery. Nor is it fitting f...
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