to aggregating node preferences during the consensus process to address Question 1. Next, we define the consensus output protocol as the basis for determining whether a node is malicious, and given that nodes may alter their protocol execution...
Let the dimension of the solution space of the GWO algorithm used to solve the optimization problem be d and the size of the gray wolf population be N, then, the location of the i-th gray wolf is expressed as follows: $$X_{i} = \left\{ {X_{i}^{1} } \right.,X_{i}^{2}...
Although the question of whether or not BP operates in the brain is still an outstanding issue4, BP does solve the problem of how a global objective function can be related to a local synaptic modification in a network. It seems clear, however, that if BP is implemented in the brain, ...
The MH algorithm, which is based on human behavior, aims to solve optimization problems by simulating some natural behaviors of humans. For instance, the teaching and learning-based optimization algorithm (TBLA) (Rao et al. 2011) The MH algorithm, which is based on human behavior, aims to ...
According to the proposed coding manner, the DDPSO algorithm could directly solve UC. Simulation results show that the proposed method performs better in term of precision and convergence property.李丹[1]高立群[1]王珂[2]黄越[1]计算机应用
Polycarp doesn't want to procrastinate, so he wants to solve at least one problem during each of k days. He also doesn't want to overwork, so if he solves x problems during some day, he should solve no more than 2x problems during the next day. And, at last, he wants to improve...
A parallel algorithm to solvePoisson Equationusing Jacobi with Successive Over-Relaxation(S.O.R) algorithm. The goal of this project was to develop a parallel program that numerically solves Poisson's equation: in range [-1,1]x[-1,1]. ...
You must solve the problem without using any built-in library for handling large integers (such as BigInteger). You must also not convert the inputs to integers directly. Source ThirdMaximumNumber Kotlin • questions Given an integer array nums, return the third distinct maximum number in ...
New Example Keyboard Solve √ ∛ e i π s c t l L ≥ ≤Example of Extended Euclidean AlgorithmRecall that gcd(84, 33) = gcd(33, 18) = gcd(18, 15) = gcd(15, 3) = gcd(3, 0) = 3 We work backwards to write 3 as a linear combination of 84 and 33: 3 = 18 − 15 ...
In this step, we will define the variables and the constraints to be used to solve our problem. The quantities of products P1, P2 and P3 manufactured each week will be represented by x1, x2 and x3 and the profit z. The constraints we have found after analyzing the problem are: – pro...