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| | 3 History of Loop Quantum Gravity, Main Steps |
 | | Soon after the introduction of the classical Ashtekar variables, Ted Jacobson and Lee Smolin realized in [128] that the Wheeler-DeWitt equation, reformulated in terms of the new variables, admits a simple class of exact solutions: the traces of the holonomies of the Ashtekar connection around smooth non-selfintersecting loops. |
 | | Ashtekar, Husain, Loll, Marolf, Rovelli, Samuel, Smolin, Lewandowski, Marolf, Thiemann. |
 | | ] Ashtekar and Lewandowski set the basis of the differential formulation of loop quantum gravity by constructing its two key ingredients: a diffeomorphism invariant measure on the space of (generalized) connections, and the projective family of Hilbert spaces associated to graphs. |
| relativity.livingreviews.org /Articles/lrr-1998-1/node6.html (1734 words) |
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