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Canonical formalism and quantization of the perturbative sector of higher-derivative theories

机译:高阶导数理论的规范形式和微扰部分的量化

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摘要

The theories defined by Lagrangians containing a second time derivative are considered. It is shown that if the second derivatives enter only the terms multiplied by coupling constant one can consistently define the perturbative sector via Dirac procedure. The possibility of introducing standard canonical variables is analyzed in detail. The ambiguities in quantization procedure are pointed out.
机译:拉格朗日派定义的包含第二时间导数的理论被考虑。结果表明,如果仅输入二阶导数乘以耦合常数,则可以通过Dirac程序一致地定义微扰扇区。详细分析了引入标准规范变量的可能性。指出了量化过程中的歧义。

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