Recently, two concepts from optimal transport theory have successfully been brought to the Gromov–Wasserstein (GW) setting. This introduces a linear version of GW distance and multi-marginal transport. The former can reduce computational complexity when computing all distances large set inputs. latter allows for simultaneous matching more than marginals, which example be used compute barycenter...

in this paper we apply hybrid functions of general block-pulse‎ ‎functions and legendre polynomials for solving linear and‎ ‎nonlinear multi-order fractional differential equations (fdes)‎. ‎our approach is based on incorporating operational matrices of‎ ‎fdes with hybrid functions that reduces the fdes problems to‎ ‎the solution of algebraic systems‎. ‎error estimate that verifies a‎ ‎converge...

Joux [10] presented a one round protocol for tripartitie key agreement and Al-Riyami et.al. [15] developed a number of tripartitie, one round, authenticated protocols related to MTI and MQV protocols. Recently, Boneh and Silverleg [4] studied multilinear forms, which provides a one round multi-party key agreement protocol. In this paper, we propose (n + 1) types of one round authenticated multi...

In a recent paper Katehakis and Chen propose a sequence of linear programs for the computation of the Gittins indices. If there are N' projects and project c has K^ states, then 5)*-1 K,. linear prc^rams have to be solved. In this note it is shown that instead of the K,, linear programs for project c also one parametric linear program with the same dimensions can be solved. 1. Introduction. In ...