約翰霍普金斯大學金融數(shù)學碩士入學條件

指南者留學 2022-02-20 08:17:31

2020年約翰霍普金斯大學金融數(shù)學碩士入學條件及約翰霍普金斯大學金融數(shù)學碩士實習就業(yè)是申請留學的同學十分關(guān)心的話題，下面指南者留學詳細整理2020年約翰霍普金斯大學金融數(shù)學碩士入學條件及實習就業(yè)相關(guān)信息供大家參考，其中包括2020年約翰霍普金斯大學金融數(shù)學碩士專業(yè)中文名、專業(yè)英文名、學制、學費、入學時間、授課語言、地理位置、課程領(lǐng)域、申請費、課程介紹、申請材料、課程設(shè)置、就業(yè)等。

約翰霍普金斯大學金融數(shù)學碩士入學條件及實習就業(yè)

約翰霍普金斯大學金融數(shù)學碩士研究生簡介

專業(yè)中文名：金融數(shù)學碩士

專業(yè)英文名： Master of Financial Mathematics

學制：2.00 年

學費：自然科學

入學時間：9月

授課語言：英文

授課校區(qū)：美國約翰霍普金斯大學

領(lǐng) 域：自然科學

申請費：75美元

約翰霍普金斯大學金融數(shù)學碩士專業(yè)介紹

美國約翰霍普金斯大學金融數(shù)學碩士課程教授給學生金融數(shù)學領(lǐng)域的專業(yè)知識與實用技能。金融數(shù)學碩士帶領(lǐng)學生一起探索在當今全球化的復雜國際情勢下的金融領(lǐng)域的關(guān)鍵而頗具挑戰(zhàn)性的問題以及解決方案。美國約翰霍普金斯大學金融數(shù)學碩士課程的學制為兩年，涉及的內(nèi)容包括金融工程、定量方法、概率，統(tǒng)計，優(yōu)化，偏微分方程、金融市場管理與科學計算。我們的畢業(yè)生遍布世界各個國家與地區(qū)的中央銀行、金融監(jiān)管機構(gòu)、商業(yè)銀行、證券公司、股票交易所等。 At Johns Hopkins, Financial Mathematics continues a rich engineering tradition whereby the strengths of the faculty in research, education and leadership are applied to expand knowledge and apply new knowledge for the benefit of humanity by addressing the complex problems of modern society. Understanding and navigating today’s rapidly evolving, world-wide economic and financial landscape presents one of society’s most challenging, modern problems. FINANCIAL MATHEMATICS Financial Mathematics (commonly described using an array of roughly synonymous alternative titles including Financial Engineering, Computational Finance, Mathematical Finance, and Quantitative Finance) is an engineering discipline fundamentally enabled by the intellectual pursuits spanned by the faculty of Applied Mathematics and Statistics (AMS): probability, statistics, optimization, partial differential equations and scientific computing. The unifying premise for Financial Mathematics is more than just a collection of techniques applied to a common problem area. Rather, it quantifies and enables much of the modern interplay in global markets among companies, investors, and financial agents; constrained or constructed by the actions of central banks, regulators and governments. Global financial agents, which include broker-dealers on Wall Street, in London, Hong Kong and elsewhere, create and package (or repackage) capital products and services into the instruments that are so vital to the course of world-wide capital allocation, investment, and risk transfer. None of this could occur today without the sophisticated approaches enabled by financial mathematics which have evolved over the past 25 years.