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所在平台: Udemy |
课程主页: https://www.udemy.com/course/probability-for-actuaries-part-1/
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课程名称：SOA考试P：精算师的概率（第一部分） 课程概述： 您是否正在为您的第一次精算考试而学习？您是否希望有一天成为一名精算师，而这一职业始终位列前十名？那么您来对地方了！这是您开始的地方，也是开始的最佳时机。全球对精算师的需求很高，精算师不仅能够获得丰厚的收入，还能享受高水平的职业满意度。要成为一名完全合格的精算师，您需要通过一系列的专业考试。大多数学生会先攻读相关的大学学位。该课程与第二部分和第三部分一起，将为您提供通过第一轮精算师考试所需的技能。不论您是参加精算师协会（SOA）或意外精算协会（CAS）的考试，这个课程都适合您。本课程涵盖了SOA考试P或CAS考试1的所有材料。第一部分将涵盖以下考试领域：集合理论、样本空间和概率空间、基本概率理论、计数问题、排列和组合、条件概率和独立事件、贝叶斯法则和概率的全律、离散和连续随机变量、概率密度函数（PDF）、累积分布函数（CDF）和生存函数、期望值、高阶矩、方差、标准差和变异系数、百分位数、中位数和众数、混合分布、矩生成函数（MGFs）和概率生成函数（PGFs）。实践是精算考试成功的关键。因此，我们提供了许多练习题，以帮助您磨练技能。SOA还提供了样题，我们强烈建议您在这些题目上进行练习。 教师背景： 我热爱教学，自2014年以来已经帮助数百名全球的精算师通过精算考试，并曾在大学教授概率和数理统计课程。我的教学风格侧重于解释概念，并通过大量的例子来说明这些概念。我发现这样可以帮助学生理解基础知识，并将理论与实际应用直接联系起来，从而为他们即将参加的精算考试做好充分准备。 为什么选择本课程？ 本课程（与第二部分和第三部分一起）旨在全面覆盖SOA考试P / CAS考试1的课程大纲。该课程特别针对精算考试，专注于帮助学生在考试日取得及格成绩，而非一般性的概率和统计教学。本课程还提供终身访问材料，并定价合理，旨在使全球学生都能负担得起。 本课程提供的内容： 您将获得超过17小时的视频讲座，涵盖完整的课程大纲，分为第一部分、第二部分和第三部分。您还将获得课程的电子手册和超过100道练习题，以帮助您磨练技能，并为实际考试做好准备。
Are you studying for your first actuarial exam? Do you want to one day work as an Actuary, which is consistently ranked as a top 10 career?Well then, you've come to the right place!This is where you start. And it is the perfect time to start. Actuaries are in high demand globally. Actuaries can earn a great living and enjoy great job satisfaction.To become a fully qualified actuary, you have to pass a series of professional exams. Most students start by taking a related university degree. This course along with Part 2 and Part 3 to the course, will provide you with the skills required to pass the first actuarial exam.Whether you are writing with the Society of Actuaries (SOA) or Casualty Actuarial Society (CAS), this course is for you. The material for SOA Exam P or CAS Exam 1 is covered in this course and Part 2 and Part 3 to this course.Part 1 will cover the following areas of the exam:Set Theory, Sample Spaces and Probability SpacesBasic Probability TheoryCounting Problems, Permutations and CombinationsConditional Probability and Independent EventsBayes' Rule and the Total Law of ProbabilityDiscrete and Continuous Random VariablesProbability Density Function (PDF), Cumulative Distribution Function (CDF) and Survival FunctionsExpected Values, Higher Moments, Variance, Standard Deviation and Coefficient of VariationPercentiles, Median and ModeMixed DistributionsMoment Generating Functions (MGFs) and Probability Generating Functions (PGFs)Practice makes perfect with actuarial exams. As such, we have included many practice problems for you to hone your skills. The SOA also provides sample questions and we highly recommend that you practice your skills on these questions as well.Teaching is my passion!I have been teaching actuaries around the world since 2014 and have helped 100s of actuaries pass actuarial exams. I have also taught at the University level, teaching courses on probability and mathematical statistics. My teaching style focuses on explaining concepts and then illustrating those concepts with lots of examples. I find that this allows the students to understand the basics and then directly tie the theory to practical applications with practice problems. This sets the students up for success with the actuarial exams that they intend to write.Why take this course?This course (along with Part 2 and Part 3) is designed to cover the SOA Exam P/CAS Exam 1 syllabus in entirety. This course is specifically tailored to the actuarial exam. There are a lot of other courses that teach probability and statistics, however, they are more general in nature, whereas this course focuses exclusively on getting you to a passing grade come exam day. My course also offers you lifetime access to the material and was priced at a price point that would be affordable to students around the world.What you get with this course?You get access to over 17 hours of video lectures that cover the entire syllabus, split between Part 1, Part 2 and Part 3. You also get access to an electronic manual for the course and over 100 practice questions to hone your skills and prepare you for the actual exam day.
