Credit Suisse AG
Credit Suisse AG is one of the world's leading financial services providers and is part of the Credit Suisse group of companies (referred to here as 'Credit Suisse'). As an integrated bank, Credit Suisse offers clients its combined expertise in the areas of private banking, investment banking and asset management. Credit Suisse provides advisory services, comprehensive solutions and innovative products to companies, institutional clients and high-net-worth private clients globally, as well as to retail clients in Switzerland. Credit Suisse is headquartered in Zurich and operates in over 50 countries worldwide. The group employs approximately 49,700 people. The registered shares (CSGN) of Credit Suisse's parent company, Credit Suisse Group AG, are listed in Switzerland and, in the form of American Depositary Shares (CS), in New York. Further information about Credit Suisse can be found at
In its Asset Management business, Credit Suisse offers products across a broad spectrum of investment classes, including hedge funds, credit, index, real estate, commodities and private equity products, as well as multi-asset class solutions, which include equities and fixed income products. Credit Suisse’s Asset Management business manages portfolios, mutual funds and other investment vehicles for a broad spectrum of clients ranging from governments, institutions and corporations to private individuals. With offices focused on asset management in 19 countries, Credit Suisse’s Asset Management business is operated as a globally integrated network to deliver the bank’s best investment ideas and capabilities to clients around the world.
All businesses of Credit Suisse are subject to distinct regulatory requirements; certain products and services may not be available in all jurisdictions or to all client types.
Copyright © 2012, CREDIT SUISSE GROUP AG and/or its affiliates. All rights reserved.
 In mathematics, a moment is a quantitative measure of the shape of a set of points. The first and second moments are denoted by the mean and variance. The third and fourth moments consider skew and kurtosis.