PIMCO High Income Fund is a US-based company operating in industry. The company is headquartered in Newport Beach, California. The company went IPO on 2003-04-24. PIMCO High Income Fund (Fund) is a closed-end management investment company. The Fund seeks to achieve its investment objectives by utilizing a dynamic asset allocation strategy among multiple fixed income sectors in the global credit markets, which include corporate debt, such as fixed-, variable- and floating-rate bonds, bank loans, convertible securities and stressed debt securities issued by United States (US) or foreign (non-US) corporations or other business entities, including emerging market issuers; mortgage-related and other asset-backed securities; government and sovereign debt; taxable municipal bonds, and other securities, including emerging of the issuer's. The Fund’s credit characteristics, forecast for interest rates and outlook for countries/regions, currencies, industries, sectors and the global economy and bond markets generally. The investment manager of the Fund is Pacific Investment Management Company LLC.
The most recent EPS for PIMCO High Income Fund is $, expectations of $.
How did PIMCO High Income Fund PHK's revenue perform in the last quarter?
PIMCO High Income Fund revenue for the last quarter is $
What is the revenue estimate for PIMCO High Income Fund?
According to of Wall street analyst, the revenue estimate of PIMCO High Income Fund range from $ to $
What's the earning quality score for PIMCO High Income Fund?
PIMCO High Income Fund has a earning quality score of /. The score is based on a four dimension of Profitability, Growth, Cash generation & Capital Allocation, and Leverage.
When does PIMCO High Income Fund report earnings?
PIMCO High Income Fund next earnings report is expected in 2026-12-02
What are PIMCO High Income Fund's expected earnings?
PIMCO High Income Fund expected earnings is $, according to wall-street analysts.
Did PIMCO High Income Fund beat earnings expectations?
PIMCO High Income Fund recent earnings of $ expectations.