1) Jacobian function determinant
雅可俾函数行列式
2) Jacobian determinant
雅可比行列式，导数行列式
3) Jacobi determinant
雅可比行列式
1.
It' s proved that the four forms of chemical potential are identical according ot the properties of Jacobi determinant and thermodynamic principle.
本文利用雅可比行列式的性质及热力学原理，证明了化学势的四种形式是完全等价的，并且给单组分体系的摩尔量以确切的定义。
4) jacobian determinant
雅可比行列式
1.
Jacobian Determinant and Its Application to Thermodynamics;
雅可比行列式及其在热力学中的应用
2.
With applying Jacobian determinant,the equilibrium and stability conditions CV>0,{P/V}T<0 and other forms in the isolated homogeneous system have been deduced by entropy criterion and internal energy criterion.
应用雅可比行列式,根据熵判据和内能判据详细推求了孤立的均匀物质系统的平衡稳定性条件CV>0,{P/V}T<0及其它多种表达形式。
3.
The Maxwell relations between the thermodynamic functions were derived with the matrix analysis according to the characteristics of Jacobian determinant in present paper.
本文根据雅可比行列式的性质，利用矩阵分析的方法，得到热力学中物理量之间的麦克斯韦关系，同时给出一种容易记忆的方法。
5) Jacobian
[dʒæ'kəubiən]
雅可比行列式
1.
The second order Jacobian J_2 is calculated to determine the delay time T of two-dimensional reconstruction about ordinary differential equation according to the first extreme value of J_2.
提出了二阶雅可比行列式的第一极值来确定二维重构系统的延迟时间,它比用互信息函数第一极小确定延迟时间等方法,可以给出更多信息。
6) determinant function
行列式函数
1.
Through the examples such as the identity of the mean value theorem, and the connection between the mean value theorem for calculus and the one for definite integrals, the construction and application of determinant functions are discussed.
将行列式与微积分结合起来,用行列式定义某些函数,利用行列式的性质和计算方法分析函数,通过微分中值定理的归一性、微分中值定理与积分中值定理的联系等实际例子,讨论行列式函数的构造及其应用。
2.
The high-order derivative of the determinant function is studied by adopting mathematical induction.
采用数学归纳法,研究了行列式函数的高阶导数,得到了n阶行列式函数高阶求导的公式和几个推论。
补充资料：俾礼多
【俾礼多】
（异类）Preta饿鬼之梵名。(参见：薜荔多)
（异类）Preta饿鬼之梵名。(参见：薜荔多)
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条