Dreyfus New Jersey Municipal Bond Fund, Inc.

  • Ticker: DNJYX
  • Product Code: 0770
  • CUSIP: 26202T602
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Portfolio Manager/Sub-Investment Adviser

The investment adviser to the fund is The Dreyfus Corporation. Daniel Barton, CFA has been the primary portfolio manager of the fund since December 2009. Mr. Barton is a portfolio manager for Standish Asset Management Company LLC ("Standish"), an affiliate of Dreyfus. Mr. Barton manages a number of national and state-specific municipal bond funds managed by Dreyfus, and manages them under a dual-employee relationship between Dreyfus and Standish.

Portfolio Statistics

Benchmark 3 Barclays Municipal Bond Index
Number of Holdings 123
as of 03/31/14
Portfolio Turnover Rate 11.31%
as of fiscal year end 12/31/13
Average Effective Duration 4 5.6 Years
as of 03/31/14
Average Effective Maturity 15.8 Years
as of 03/31/14

Investors should consider the investment objectives, risks, charges, and expenses of the fund carefully before investing. Download a prospectus, or a summary prospectus, if available, that contains this and other information about the fund, and read it carefully before investing.

Notes & Disclosures
  1. Portfolio composition and allocation is as of 03/31/14 and is subject to change at any time. Totals may not be exact due to rounding. Negative exposures may represent short positions through derivatives.
  2. Bonds rated BBB/Baa or higher are considered investment grade, while bonds rated BB/Ba or lower are considered speculative as to the timely payment of principal and interest. Credit ratings reflect only those assigned by S&P, Moody's, and/or Fitch. Split-rated bonds, if any, are reported in the higher rating category.
  3. Source: Morningstar, Inc. All rights reserved. Reflects investments of dividends and, where applicable, capital gain distributions. The Barclays Municipal Bond Index is a widely accepted, unmanaged total return performance benchmark for the long-term, investment-grade tax-exempt bond market.
  4. Duration is a measure of volatility expressed in years. The higher the number, the greater the potential for volatility as interest rates change.
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