Shake it till you make it

Shake it till you make it

Problem being addressed

Predicting the behaviour of heavily perturbed and correlated quantum gases

Solution

Successfully implemented many-body exact techniques that predicted the experimental results

Advantages of this solution

MCTDH-X see more at ultracold.org

Solution originally applied in these industries

finance

Financial Sector

Possible New Application of the Work

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Quantum computers

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