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在分析Ising模型二维严格解和三维Q近似的基础上,讨论统计配分函数解析表达式应当具备的各种性质。在此基础上探讨引用高阶超复数从数值上改进Q近似所得结果的可能性,为构造高低温之间的配分函数的内插公式作好准备。Possible properties of the analytic expression for the partition function are analyzed on the basis of 2-dimensional rigorous solution and the 3-dimensional Q-approximation for the Ising model. The possibility to improve the numerical results by using high order hypercomplex numbers is disciissed to get ready for deriving an interpolation formula for the partition function between low and high temperature limits.
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