String Frame and Einstein Frame

The Lagrangian in scalar-tensor theory can be expressed in the Jordan frame in which the scalar field or some function of it multiplies the Ricci scalar, or in the Einstein frame in which Ricci scalar is not multiplied by the scalar field. There exist various transformations between these frames. Despite the fact that these frames have been around for some time there is currently heated debate about whether either, both, or neither frame is a 'physical' frame which can be compared to observations and experiment.

If we perform the Weyl rescaling, then the Riemann and Ricci tensors are modified.

Famous quotes containing the words string, frame and/or einstein:

    The string quartet plays for itself,
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    Anne Sexton (1928–1974)

    A set of ideas, a point of view, a frame of reference is in space only an intersection, the state of affairs at some given moment in the consciousness of one man or many men, but in time it has evolving form, virtually organic extension. In time ideas can be thought of as sprouting, growing, maturing, bringing forth seed and dying like plants.
    John Dos Passos (1896–1970)

    In so far as the statements of geometry speak about reality, they are not certain, and in so far as they are certain, they do not speak about reality.
    —Albert Einstein (1879–1955)