String Theory And The Space-Time Uncertainty Principle, Quantum Criticality, Holography And Noncommutative Yang-Mills Theory, Measurement-Based Quantum Computation, Quantum Phase Transition, Quantum Chaos And Other Representations Of Natural Interest: Wir

K.N.P. Kumar; C.J. Prabhakara; S.K. Narasimha Murthy; B.J. Gireesha

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String Theory And The Space-Time Uncertainty Principle, Quantum Criticality, Holography And Noncommutative Yang-Mills Theory, Measurement-Based Quantum Computation, Quantum Phase Transition, Quantum Chaos And Other Representations Of Natural Interest: Wir

机译：弦论和时空不确定性原理，量子临界性，全息和非交换杨米尔斯理论，基于测量的量子计算，量子相变，量子混沌和其他自然感兴趣的表示：Wir

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The free energy of the maximally supersymmetric SU (N) gauge theory at temperature T is expected to scale, in the large-N limit, as N2T4 times a function of the’t Hooft coupling, f (gYM2N). In the strong coupling limit the free energy has been deduced from the near-extremal 3-brane geometry, and its normalization has turned out to be times that found in the weak coupling limit....The full paper: http://www.iiste.org/PDFshare/APTA-PAGENO-324288-328483.pdf.

机译：预计最大超对称SU（N）规范理论在温度T处的自由能将在N大范围内按比例缩放，即N2T4乘以t霍夫特耦合f（gYM2N）的函数。在强耦合极限中，自由能是从极极的3轴几何构型推导出来的，其归一化时间是在弱耦合极限中发现的时间...。全文：http：// www .iiste.org / PDFshare / APTA-PAGENO-324288-328483.pdf。

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《Advances in Physics Theories and Applications》 |2013年第3期|共页
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K.N.P. Kumar; C.J. Prabhakara; S.K. Narasimha Murthy; B.J. Gireesha;
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1. String Theory And The Space-Time Uncertainty Principle, Quantum Criticality, Holography And Noncommutative Yang-Mills Theory, Measurement-Based Quantum Computation, Quantum Phase Transition, Quantum Chaos And Other Representations Of Natural Interest: Wir [J] . K.N.P. Kumar, C.J. Prabhakara, S.K. Narasimha Murthy, Advances in Physics Theories and Applications . 2013,第2期

机译：弦论和时空不确定性原理，量子临界性，全息和非交换杨米尔斯理论，基于测量的量子计算，量子相变，量子混沌和其他自然感兴趣的表示：Wir
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String Theory And The Space-Time Uncertainty Principle, Quantum Criticality, Holography And Noncommutative Yang-Mills Theory, Measurement-Based Quantum Computation, Quantum Phase Transition, Quantum Chaos And Other Representations Of Natural Interest: Wir

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