Algorithm 算法代写

算法代写代考包括以下内容:

  1. 概念:时间复杂度、空间复杂度、算法分析、数据结构代写
  2. 搜索算法:二叉搜索树、哈希表
  3. 排序算法:快速排序、归并排序
  4. 动态规划算法代写
  5. 图论:最短路径算法代写
  6. 数学:数论代写
  7. 代码实现:C / C++ / Java / Python代写

Algorithms courses typically include topics such as data structures, basic algorithms, graph algorithms, dynamic programming, computational geometry, and number theory. They can also include more advanced topics such as parallel algorithms, randomized algorithms, and approximation algorithms.

CS861: Theoretical Foundations of Machine Learning Lecture 19 18 10 2023 Unive

CS861: Theoretical Foundations of Machine Learning Lecture 19 – 18/10/2023 University of Wisconsin–Madison, Fall 2023 Lecture 19: K–armed bandit lower bounds, generalized linear bandits Lecturer: Kirthevasan Kandasamy Scribed by: Alex Clinton, Yamin Zhou Disclaimer: These notes have not been subjected to the usual scrutiny reserved for formal publications. They may be distributed outside this class …

CS861: Theoretical Foundations of Machine Learning Lecture 19 18 10 2023 Unive Read More »

CS861: Theoretical Foundations of Machine Learning Lecture 7 09 20 2023 Univer

CS861: Theoretical Foundations of Machine Learning Lecture 7 – 09/20/2023 University of Wisconsin–Madison, Fall 2023 Lecture 07: Lower Bounds for Point Estimation Lecturer: Kirthevasan Kandasamy Scribed by: Joseph Salzer, Tony Chang Wang Disclaimer: These notes have not been subjected to the usual scrutiny reserved for formal publications. They may be distributed outside this class only …

CS861: Theoretical Foundations of Machine Learning Lecture 7 09 20 2023 Univer Read More »

CS861: Theoretical Foundations of Machine Learning Lecture 17 10 13 2023 Unive

CS861: Theoretical Foundations of Machine Learning Lecture 17 – 10/13/2023 University of Wisconsin–Madison, Fall 2023 Lecture 17: K-armed bandits, the UCB algorithm Lecturer: Kirthevasan Kandasamy Scribed by: Ransheng Guan, Yamin Zhou Disclaimer: These notes have not been subjected to the usual scrutiny reserved for formal publications. They may be distributed outside this class only with …

CS861: Theoretical Foundations of Machine Learning Lecture 17 10 13 2023 Unive Read More »

CS861: Theoretical Foundations of Machine Learning Lecture 27 06 11 2023 Unive

CS861: Theoretical Foundations of Machine Learning Lecture 27 – 06/11/2023 University of Wisconsin–Madison, Fall 2023 Lectures 27, 28: Online Gradient Descent, Contextual Bandits Lecturer: Kirthevasan Kandasamy Scribed by: Haoyue Bai & Deep Patel Disclaimer: These notes have not been subjected to the usual scrutiny reserved for formal publications. They may be distributed outside this class …

CS861: Theoretical Foundations of Machine Learning Lecture 27 06 11 2023 Unive Read More »

COSC2637 A1

RMIT Classification: Trusted Assessment Type − Individual assignment. − Submit online via Canvas → Assignment 1. − Marks awarded for meeting requirements as closely as possible. − Clarifications/updates may be made via announcements or relevant discussion forums. Due Date Marks COSC 2637/2633 Big Data Processing Assignment 1 – Tax Trip Statistics Due at 23:59, 8 …

COSC2637 A1 Read More »

README

# Trexquant Interview Project (The Hangman Game) ## Instruction: For this coding test, your mission is to write an algorithm that plays the game of Hangman through our API server. When a user plays Hangman, the server first selects a secret word at random from a list. The server then returns a row of underscores …

README Read More »

MAST30034 Project 1 Spec 2024

School of Mathematics and Statistics Applied Data Science (MAST30034) 2024 An End-to-End Data Science Project Due date: Monday 19th of August 11:59 pm Project Weight: 30% Author: Akira Takihara Wang, Liam Hodgkinson Project Overview This project aims to make a quantitative analysis of the New York City Taxi and Limousine Service Trip Record Data. The …

MAST30034 Project 1 Spec 2024 Read More »

HPC resit example good report

S(p;f = 0.1) t(1)/t(p) 1 Introduction HPC resit good example report May 10, 2024 Figure 1: Scaling results for the OpenMP implemen- tation. Speedup S(p) = t(1)/t(p), and efficiency E (p) = S (p)/p results for my implementation of the parallel problem, compared to Amdahl’s Law eq. ??, with f = 0.1. compiler and runtime …

HPC resit example good report Read More »

COMP9417 Homework 3 MLEs and Kernels

COMP9417 – Machine Learning Homework 3: MLEs and Kernels Introduction In this homework we first continue our exploration of bias, variance and MSE of estimators. We will show that MLE estimators are not unnecessarily unbiased, which might affect their performance in small samples. We then delve into kernel methods: first by kernelizing a popular algorithm …

COMP9417 Homework 3 MLEs and Kernels Read More »