Steve Forbes

E231995

Steve Forbes is an American publishing executive and twice Republican presidential candidate best known as the editor-in-chief of Forbes magazine and a prominent advocate of a flat tax.

All labels observed (1)

Label Occurrences
Steve Forbes canonical 2

How this entity was disambiguated

Statements (48)

Predicate Object
instanceOf author
businessperson
human
politician
publisher
awardReceived William F. Buckley Jr. Award for Media Excellence
boardMemberOf FreedomWorks
Heritage Foundation
candidateIn 1996 Republican Party presidential primaries
2000 Republican Party presidential primaries
countryOfCitizenship United States of America
dateOfBirth 1947-07-18
educatedAt Princeton University
employer Forbes
surface form: Forbes Media
ethnicGroup White American
familyName Forbes
father Malcolm Forbes
fullName Malcolm Forbes
surface form: Malcolm Stevenson Forbes Jr.
genre economic commentary
political writing
givenName Malcolm
Stevenson
hasGender male
ideology economic conservatism
supply-side economics
knownFor Republican presidential campaigns
advocacy of a flat tax
languageSpoken English
memberOf Republican Party
surface form: Republican Party (United States)
notableIdea flat tax in the United States
notableWork Flat Tax Revolution: Using a Postcard to Abolish the IRS
Forbes
surface form: Forbes magazine

How Capitalism Will Save Us
The Case for Gold
surface form: Money: How the Destruction of the Dollar Threatens the Global Economy and What We Can Do About It
numberOfChildren 5
occupation author
magazine editor
politician
publishing executive
placeOfBirth Morristown, New Jersey
surface form: Morristown, New Jersey, United States
politicalParty Republican Party
surface form: Republican Party (United States)
positionHeld chairman of Forbes Media
editor-in-chief of Forbes magazine
religion Presbyterian
surface form: Presbyterianism
residence New Jersey, United States
sibling Christopher Forbes
spouse Sabina Beekman
workLocation New York City

How these facts were elicited

Referenced by (2)

Full triples — surface form annotated when it differs from this entity's canonical label.