辛形式(symplectic form), 是 双向量，使得若把 ω 看成为从向量到微分形式的映射， 则是从微分形式到向量的线性映射，对所有微分形式 α满足,这里d表示外...
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symplectic of quadratic form 二次型的辛对偶
It is revealed that the paradox solution in Euclidean space is just a solution in symplectic space in the Jordan form which can easily be obtained by conventional mathematical means.
本文的工作表明，欧几里得空间下的佯谬解就是辛空间下的约当型解，而且通过标准的数学方法可以直接获得所有佯谬问题的解析解。
It shows further that solution of the special paradox in classical elasticity is just Jordan canonical form solutions in symplectic space under Hamiltonian system.
结果再次表明经典力学中的弹性楔佯谬解对应的是哈密顿体系下辛几何的约当型解。
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