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ANZIAM J. 51(2010), 309316 doi:10.1017/S1446181110000787PROOF OF THE DETERMINANTAL FORM OF THE SPONTANEOUS MAGNETIZATION OF THE SUPERINTEGRABLE CHIRAL POTTS MODEL R. J. BAXTER1 (Received 16 January, 2010; revised 18 March, 2010) Abstract The superintegrable chiral Potts model has many resemblances to the Ising model, so it is natural to look for algebraic properties similar to those found for the Ising model by Onsager, Kaufman and Yang. The spontaneous magnetization Mr can be written in...
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Proof of the determinantal refers to documentation or evidence that supports the calculations or findings related to the determinant of a matrix, often used in mathematical and statistical contexts.
Individuals or entities who are involved in mathematical research, data analysis, or any applications requiring the computation of determinants may be required to file proof of the determinantal for validation or reporting purposes.
To fill out proof of the determinantal, one typically needs to include relevant details such as the matrix for which the determinant is calculated, the methodology used to derive the determinant, and any necessary supporting calculations or references.
The purpose of proof of the determinantal is to provide verification and justification for the computed determinant values, ensuring accuracy and credibility in mathematical analysis and research.
Information that must be reported on proof of the determinantal typically includes the matrix entries, the computed determinant value, the method of calculation used, and any relevant assumptions or conditions that apply.
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