Dan Freed (Mathematician) Wiki, Biography, Age, Wife, Net Worth

is an American mathematician, specializing in global analysis and its applications to supersymmetry, string theory, and quantum field theory. Since 1989, he has been a professor at the University of Texas at Austin.

Find Below Wiki Age, weight, Height, Net Worth as Wikipedia, Wife, There is no question is the most popular & Rising celebrity of all the time. You can know about the net worth Dan this year and how he spent his expenses. Also find out how he got wealth at the age of 63. He has a kind heart and lovely personality. below you find everything about him.

Dan Freed Wiki, Biography

Date of Birth17 April 1959
Birth Day
Birth Years
Age63 years old
Birth PlaceUnited States of America
Birth City
Birth CountryUnited States of America
NationalityAmerican
Famous AsMathematician
Also Known forMathematician
Zodiac SignGemini
OccupationMathematician

Also Known by the Full name , is a Good Mathematician. He was born on 17 April 1959, in United States of America

Read Also: Diego Drajer Wiki, Biography, Age, Net Worth, Family, Instagram, Twitter, Social Profiles & More Facts

Net Worth

has a net worth of $1.5 million (Estimated) which he earned from his occupation as Mathematician. Famously known as the Mathematician of United States of America. He is seen as one of the most successful Mathematician of all times. Wealth & Primary Source of earning is being a successful American Mathematician.

Dan entered the career as Mathematician In his early life after completing his formal education..

Net Worth

Estimated Net Worth in 2022$0.5 Million to $1.5 Million Approx
Previous Year’s Net Worth (2021)Being Updated
Earning in 2021Not Available
Annual SalaryBeing Updated
Cars InfoNot Available
Income SourceMathematician

Social Network

Born on 17 April 1959, the Mathematician is Probably the most famous person on social media. Dan is a popular celebrity and social media influencer. With his huge number of social media followers, he frequently shares numerous individual media files for viewers to comment with his massive amount of support from followers across all major social media sites. Affectively interact with and touch his followers. You can scroll down for information about his Social media profiles.

Social Media Profiles and Accounts

TwitterNot Available
InstagramNot Available
FacebookNot Available
Wikipedia Wikipedia
YouTubeNot Available
SpotifyNot Available
WebsiteNot Available
ItunesNot Available
PandoraNot Available
GoogleplayNot Available
DeezerNot Available
QuoraNot Available
SoundcloudNot Available

Life Story & Timeline

2002

In the academic year 2002/2003 Freed was a Guggenheim Fellow and from 1988 to 1992 a Sloan Fellow. In 2002 he was an invited speaker at the International Congress of Mathematicians in Beijing (Twisted K-theory and loop groups). He is one of the founders of the IAS/Park City Mathematics Institute and is since 2006 a member of the board of trustees of the Mathematical Sciences Research Institute, where he has belonged to the scientific advisory board since 2002. He is a Fellow of the American Mathematical Society.

1981

Freed studied at Harvard University, where he received his bachelor’s and master’s degrees in 1981. He received his Ph.D. from the University of California, Berkeley with thesis The geometry of loop groups under Isadore Singer. As a postdoc, Freed was a Moore Instructor at the Massachusetts Institute of Technology, and then became an assistant professor at the University of Chicago. Beginning in 1989 he was an associate professor and from 1994 a professor at the University of Texas at Austin. From 1996 to 1998 he was at the Institute for Advanced Study (IAS) and he was a visiting scientist at the Institut des Hautes Études Scientifiques (1995, 1999).

1959

Daniel Stuart “Dan” Freed (born 17 April 1959) is an American mathematician, specializing in global analysis and its applications to supersymmetry, string theory, and quantum field theory. Since 1989 he has been a professor at the University of Texas at Austin.

Leave a Comment