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Dive into the research topics where Shoni Gilboa is active.

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Featured researches published by Shoni Gilboa.


Journal of Cryptology | 2018

How Many Queries are Needed to Distinguish a Truncated Random Permutation from a Random Function

Shoni Gilboa; Shay Gueron; Ben Morris

An oracle chooses a function f from the set of n bits strings to itself, which is either a randomly chosen permutation or a randomly chosen function. When queried by an n-bit string w, the oracle computes f(w), truncates the m last bits, and returns only the first


European Journal of Combinatorics | 2017

On degree anti-Ramsey numbers

Shoni Gilboa; Dan Hefetz


Constructive Approximation | 2017

Chebyshev-type Quadratures for Doubling Weights

Shoni Gilboa; Ron Peled

n-m


Journal of Approximation Theory | 2015

A differential version of the Chebyshev-Markov-Stieltjes inequalities

Shoni Gilboa; Ron Peled


arXiv: Combinatorics | 2016

The Advantage of Truncated Permutations.

Shoni Gilboa; Shay Gueron

n-m bits of f(w). How many queries does a querying adversary need to submit in order to distinguish the truncated permutation from the (truncated) function? In Hall et al. (Building PRFs from PRPs, Springer, Berlin, 1998) showed an algorithm for determining (with high probability) whether or not f is a permutation, using


IACR Cryptology ePrint Archive | 2015

Distinguishing a truncated random permutation from a random function

Shoni Gilboa; Shay Gueron


arXiv: Cryptography and Security | 2016

Balanced Permutations Even–Mansour Ciphers

Shoni Gilboa; Shay Gueron; Mridul Nandi

O(2^{\frac{m+n}{2}})


Graphs and Combinatorics | 2016

Anti-Ramsey Numbers of Graphs with Small Connected Components

Shoni Gilboa; Yehuda Roditty


Ars Combinatoria | 2015

Anti-Ramsey numbers of small graphs.

Arie Bialostocki; Shoni Gilboa; Yehuda Roditty

O(2m+n2) queries. They also showed that if


arXiv: Combinatorics | 2018

A probabilistic variant of Sperner's theorem and of maximal

Shoni Gilboa; Shay Gueron

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Ben Morris

University of California

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