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N=4 Supersymmetric Multidimensional Quantum Mechanics, Partial SUSY Breaking and Superconformal Quantum Mechanics

机译:N = 4超对称多维量子力学,部分SUSY断裂和超共形量子力学

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摘要

The multidimensional N=4 supersymmetric quantum mechanics (SUSY QM) is constructed using the superfield approach. As a result the component form of the classical and quantum Lagrangian and Hamiltonian is obtained. In the considered SUSY QM both classical and quantum N=4 algebras include central charges and it opens various possibilities for the partial supersymmetry breaking. It is shown, that the quantum mechanical models with one quarter, one half and three quarters of the unbroken(broken) supersymmetries can exist in the framework of the multidimensional N=4 SUSY QM, while the one-dimensional N=4 SUSY QM, constructed earlier, admits only the one half or total supersymmetry breakdown. We illustrate the constructed general formalism, as well as all possible cases of the partial SUSY breaking on the example, which is the direct multidimensional generalization of the one-dimensional N=4 superconformal quantum mechanical model. Some open questions and possible applications of the constructed multidimensional N=4 SUSY QM to the known exactly integrable systems and to the problems of quantum cosmology are briefly discussed.
机译:使用超场方法构造了多维N = 4超对称量子力学(SUSY QM)。结果,获得了经典和量子拉格朗日和哈密顿量的分量形式。在所考虑的SUSY QM中,古典和量子N = 4代数都包含中心电荷,这为部分超对称打破提供了各种可能性。结果表明,具有四分之一,四分之一,四分之三的不间断(破碎)超对称性的量子力学模型可以存在于多维N = 4 SUSY QM的框架内,而一维N = 4 SUSY QM,较早构造的结构仅允许超对称击穿的一半或全部。我们在示例中说明了构造的一般形式主义以及部分SUSY破坏的所有可能情况,这是一维N = 4超保形量子力学模型的直接多维一般化。简要讨论了所构造的多维N = 4 SUSY QM在已知的精确可积系统和量子宇宙学问题上的一些悬而未决的问题和可能的应用。

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