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Erik Verlinde (Erik Peter Verlinde) was born on 21 January, 1962 in Woudenberg, Netherlands, is a Dutch theoretical physicist. Discover Erik Verlinde's Biography, Age, Height, Physical Stats, Dating/Affairs, Family and career updates. Learn How rich is he in this year and how he spends money? Also learn how he earned most of networth at the age of 62 years old?

Popular As Erik Peter Verlinde
Occupation N/A
Age 62 years old
Zodiac Sign Aquarius
Born 21 January, 1962
Birthday 21 January
Birthplace Woudenberg, Netherlands
Nationality Netherlands

We recommend you to check the complete list of Famous People born on 21 January. He is a member of famous with the age 62 years old group.

Erik Verlinde Height, Weight & Measurements

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Erik Verlinde Net Worth

His net worth has been growing significantly in 2023-2024. So, how much is Erik Verlinde worth at the age of 62 years old? Erik Verlinde’s income source is mostly from being a successful . He is from Netherlands. We have estimated Erik Verlinde's net worth, money, salary, income, and assets.

Net Worth in 2024 $1 Million - $5 Million
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Timeline

1962

Erik Peter Verlinde (born 21 January 1962) is a Dutch theoretical physicist and string theorist.

He is the identical twin brother of physicist Herman Verlinde.

The Verlinde formula, which is important in conformal field theory and topological field theory, is named after him.

His research deals with string theory, gravity, black holes and cosmology.

Currently, he works at the Institute for Theoretical Physics at the University of Amsterdam.

Erik Verlinde was born in the Dutch village of Woudenberg on 21 January 1962, together with his identical twin brother, Herman Verlinde.

1980

He went to school in the nearby city of Utrecht, where he graduated from the gymnasium in 1980.

That fall he began his studies in theoretical physics together with his brother at Utrecht University.

There he studied with his brother Herman, Robbert Dijkgraaf, and Kareljan Schoutens.

He wrote his Master's thesis with Nobel laureate Gerard 't Hooft.

1985

In 1985, Verlinde started work on his PhD at Utrecht University under the formal supervision of Bernard de Wit.

He worked again with Herman and Dijkgraaf, and in practice the trio supervised themselves.

The original arrangement was that only one of them would be working on the emerging field of string theory, but in the end all three of them wrote their theses on the subject.

1988

In September 1988 Erik defended his PhD thesis, which included the Verlinde formula.

After his PhD, Verlinde joined the Institute for Advanced Study in Princeton as a postdoctoral fellow.

1993

In 1993, he was added to the permanent staff of the theory division of CERN in Geneva.

At the age of 34 he was appointed full professor of theoretical physics at Utrecht University.

1999

Only a few years later, in 1999, he left for Princeton University to take up a professorial position there.

2000

In 2000, Verlinde extended Cardy's result to conformal field theories of arbitrary dimension,

allowing the calculation of entropy of black holes in any dimension.

2003

In 2003, he returned to the Netherlands to become a professor in the string theory group led by Robbert Dijkgraaf at the University of Amsterdam.

Verlinde's main field of research is string theory.

Over the years he has introduced a number of results that have become important in the development of the theory, and in the study of pure mathematics.

Verlinde's PhD thesis was titled “Conformal Field Theory Applied to Strings”.

In it he investigated conformal field theories in two dimensions and their relation to the description of the world sheet of fundamental strings.

As part of the project he extended fusion or Verlinde algebras, describing conformal field theories with a finite number of fields.

A main result was an explicit formula for the fusion rules of these algebras, now known as the Verlinde formula.

This has proven to be a highly non-trivial mathematical result.

In Verlinde's original work, the formula followed from mainly physical arguments, but since its introduction many formal mathematical proofs have been provided.

The Cardy formula is an important result in conformal field theory that allows the calculation of the entropy of a 1+1 dimensional conformal field theory.

Using the AdS/CFT correspondence between conformal field theories and quantum gravity in anti-de Sitter spaces with one additional dimension, it can be used to calculate (the quantum corrections to) the entropy of black holes in 2+1 dimensions.

2009

At a symposium at the Dutch Spinoza-institute on December 8, 2009 he introduced a theory of entropic gravity.

In this theory, gravity exists because of a difference in concentration of information in the empty space between two masses and its surroundings; he also extrapolates this to general relativity and quantum mechanics.

He said in an interview with the newspaper de Volkskrant, "On the smallest level Newton's laws don't apply, but they do for apples and planets. You can compare this to the pressure of a gas. Molecules themselves don't have any pressure, but a barrel of gas has."

It appears that Verlinde's approach to explaining gravity leads naturally to the correct observed strength of dark energy.

In 2009, Verlinde showed that the laws of gravity may be derived by assuming a form of the holographic principle and the laws of thermodynamics.

This may imply that gravity is not a true fundamental force of nature (like e.g. electromagnetism), but instead is a consequence of the universe striving to maximize entropy.

2016

On 8 November 2016 Erik Verlinde published his new theory of gravity, where gravity is not one of the four fundamental forces of physics but, rather, gravity is emergent from other fundamental forces.

In this work, he argues that unlike in anti-de Sitter (AdS) space, holography and the area law do not apply exactly in de Sitter space (which models our universe) because there is an additional entropy associated with the cosmological horizon.

If this entropy were evenly distributed throughout space, it would contribute a volume law term to the entropy which becomes dominant at large length scales and is related to dark energy.