Psychologist wants to do the Hilbert thing

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In summary, a century ago, mathematician David Hilbert asked colleagues to rank the most important unsolved questions in mathematics, resulting in a list of 23 problems. Now, Dean Stephen Kosslyn is doing the same for the social sciences, using technology to gather submissions from anyone. This idea was proposed by Harvard graduate Nick Nash, who believes in the need to improve awareness and understanding of the social sciences. It will be interesting to see if the questions can be specified in a way that makes them answerable, such as distinguishing between "conscious awareness" and "selective attention." Smale's Problem 18, which asks about the limits of human and artificial intelligence, could potentially be on the final list.
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fourier jr
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no idea what could be on the final list when it's released. I wonder what people here think:

(PhysOrg.com) -- Just over a century ago, one of the world’s leading mathematicians posed this question to a number of his colleagues: What are the most important unsolved questions in mathematics?

The answers - which David Hilbert then ranked in what he believed to be their order of importance - produced a list of 23 mathematical problems that shaped mathematics for 100 years.

This past Saturday, Stephen Kosslyn, dean of Harvard’s Division of Social Science, posed a Hilbert-like challenge to a diverse group of social scientists he had spent two years gathering:

What, he asked, are the great unanswered questions in the social sciences?

Hilbert selected and ranked the final problems himself, but Kosslyn, the John Lindsley Professor of Psychology in Memory of William James, is using technology to revolutionize, and democratize, the process. Selecting the important issues in the field isn’t just his job - it’s everyone’s.

(blah)

Over the next two months, the University’s Division of Social Science will collect online submissions at Hard Problems website and at a Hard Problems Facebook page. Anyone, anywhere, regardless of their field of expertise, is encouraged to submit questions for consideration until May 31.

The conference and list were the brainchild of Harvard College graduate Nick Nash ’00, a joint chemistry and physics concentrator who has been thinking for some time about what he perceives as the need to improve awareness and understanding of the social sciences. “These are the sciences of our shared humanity,” he told a reporter. “But these sciences are much more in their infancy relative to physics or chemistry.”
http://www.physorg.com/news190538259.html
 
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  • #2
A clever idea. Especially if the poll is set up the right way to harness the wisdom of the crowd.

What will be most interesting is if the unknowns can be specified in precise ways that make them answerable. This I doubt.

For example, is there a difference between asking "what is conscious awareness" and what is "selective attention"?

One is too broad and entangled in a web of unscientific meanings, the other seems a better specified question along the lines of Hilbert's. It will be interesting therefore if a clarity of question asking does emerge - as the field sorely needs this kind of practical focusing.

Kosslyn is also a good guy to be leading this project.
 
  • #3
actually I just thought of something that could be on the final list. Problem 18 of Smale's http://www6.cityu.edu.hk/ma/people/smale/pap104.pdf" asks what the limits of human & artificial intelligence are, which I think would be interesting to figure out.
 
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What is the Hilbert thing?

The Hilbert thing refers to the Hilbert space, which is a mathematical concept used in quantum mechanics to describe the state of a quantum system.

How is the Hilbert space related to psychology?

Some psychologists have proposed using the Hilbert space to model and understand cognitive processes and decision-making in the brain.

What is the benefit of using the Hilbert space in psychology?

Using the Hilbert space can provide a mathematical framework for understanding and predicting complex psychological phenomena.

Are there any limitations to using the Hilbert space in psychology?

As with any mathematical model, there are limitations to using the Hilbert space to understand psychological processes. It may not fully capture the complexity of human behavior and may require simplifications or assumptions.

Has the Hilbert space been successfully applied in psychology research?

There have been some studies that have used the Hilbert space to model and explain various psychological phenomena, but more research is needed to fully understand its potential in the field.

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