Abstract. We investigate the problem of solving traditional combina-torial graph problems using secure multi-party computation techniques, focusing on the shortest path and the maximum flow problems. To the best of our knowledge, this is the first time these problems have been addressed in a general multi-party computation setting. Our study high-lights several complexity gaps and suggests the exploration of various trade-offs, while also offering protocols that are efficient enough to solve real-world problems.
Abstract. We show the first deterministic construction of an uncondi-tionally secure multiparty comp...
In the field of multi-party computation, an important problem is how to construct an efficient and s...
Abstract. We consider scenarios in which two parties, each in possession of a graph, wish to compute...
We investigate the problem of solving traditional combinatorial graph problems using secure multi-pa...
We investigate how to solve several classical network flow problems using secure multi-party computa...
We investigate how to solve several classical network flow problems using secure multi-party computa...
In this PhD dissertation, we investigate how to solve some classical combinatorial optimization prob...
Abstract. The general secure multi-party computation problem is when multiple parties (say, Alice an...
High levels of security often imply that the computation time should be inde-pendent of the value of...
Secure multi-party computation is a problem where a number of parties want to compute a function of ...
Secure multiparty computation is a basic concept of growing interest in modern cryptography. It allo...
AbstractKnown secure multi-party computation protocols are quite complex, involving non-trivial math...
We present a simple and fast protocol to securely solve the (single source) Shortest Path Problem, b...
In the Crypto'07 paper [5], Desmedt et al. studied the problem of achieving secure n-party computati...
We show the first deterministic construction of an unconditionally secure multiparty computation (MP...
Abstract. We show the first deterministic construction of an uncondi-tionally secure multiparty comp...
In the field of multi-party computation, an important problem is how to construct an efficient and s...
Abstract. We consider scenarios in which two parties, each in possession of a graph, wish to compute...
We investigate the problem of solving traditional combinatorial graph problems using secure multi-pa...
We investigate how to solve several classical network flow problems using secure multi-party computa...
We investigate how to solve several classical network flow problems using secure multi-party computa...
In this PhD dissertation, we investigate how to solve some classical combinatorial optimization prob...
Abstract. The general secure multi-party computation problem is when multiple parties (say, Alice an...
High levels of security often imply that the computation time should be inde-pendent of the value of...
Secure multi-party computation is a problem where a number of parties want to compute a function of ...
Secure multiparty computation is a basic concept of growing interest in modern cryptography. It allo...
AbstractKnown secure multi-party computation protocols are quite complex, involving non-trivial math...
We present a simple and fast protocol to securely solve the (single source) Shortest Path Problem, b...
In the Crypto'07 paper [5], Desmedt et al. studied the problem of achieving secure n-party computati...
We show the first deterministic construction of an unconditionally secure multiparty computation (MP...
Abstract. We show the first deterministic construction of an uncondi-tionally secure multiparty comp...
In the field of multi-party computation, an important problem is how to construct an efficient and s...
Abstract. We consider scenarios in which two parties, each in possession of a graph, wish to compute...