The patent badge is an abbreviated version of the USPTO patent document. The patent badge does contain a link to the full patent document.
The patent badge is an abbreviated version of the USPTO patent document. The patent badge covers the following: Patent number, Date patent was issued, Date patent was filed, Title of the patent, Applicant, Inventor, Assignee, Attorney firm, Primary examiner, Assistant examiner, CPCs, and Abstract. The patent badge does contain a link to the full patent document (in Adobe Acrobat format, aka pdf). To download or print any patent click here.
Patent No.:
Date of Patent:
Nov. 05, 2013
Filed:
Sep. 14, 2012
Agus Sudjianto, Matthews, NC (US);
Michael Chorba, Charlotte, NC (US);
Daniel Hudson, Charlotte, NC (US);
Sandi Setiawan, Charlotte, NC (US);
Jocelyn Sikora, Charlotte, NC (US);
Harsh Singhal, Charlotte, NC (US);
Kiran Vuppu, Charlotte, NC (US);
Kaloyan Mihaylov, New York, NY (US);
Jie Chen, Charlotte, NC (US);
Timothy J. Breault, Huntersville, NC (US);
Arun R. Pinto, Charlotte, NC (US);
Naveen G. Yeri, Charlotte, NC (US);
Benhong Zhang, Charlotte, NC (US);
Zhe Zhang, Charlotte, NC (US);
Tony Nobili, Charlotte, NC (US);
Hungien Wang, Charlotte, NC (US);
Aijun Zhang, Ann Arbor, MI (US);
Agus Sudjianto, Matthews, NC (US);
Michael Chorba, Charlotte, NC (US);
Daniel Hudson, Charlotte, NC (US);
Sandi Setiawan, Charlotte, NC (US);
Jocelyn Sikora, Charlotte, NC (US);
Harsh Singhal, Charlotte, NC (US);
Kiran Vuppu, Charlotte, NC (US);
Kaloyan Mihaylov, New York, NY (US);
Jie Chen, Charlotte, NC (US);
Timothy J. Breault, Huntersville, NC (US);
Arun R. Pinto, Charlotte, NC (US);
Naveen G. Yeri, Charlotte, NC (US);
Benhong Zhang, Charlotte, NC (US);
Zhe Zhang, Charlotte, NC (US);
Tony Nobili, Charlotte, NC (US);
Hungien Wang, Charlotte, NC (US);
Aijun Zhang, Ann Arbor, MI (US);
Bank of America Corporation, Charlotte, NC (US);
Abstract
A data driven and forward looking risk and reward appetite methodology for consumer and small business is described. The methodology includes account level historical data collection for customers associated with accounts as part of a portfolio. The account level historical data is segmented into groups of customers with similar revenues and loss characteristics. Segmented data is decomposed into seasoning, vintage, and cycle effects. Statistical clusters are formed based upon the data and effects. A simulation is applied to the statistical clusters and prediction data is generated. A simulation strategy to forecast and simulate revenue and loss volatility is developed. Efficient frontier curves of risk (e.g., return volatility) and reward (e.g., expected return) are created for the current portfolio under various economic scenarios.