给出了某类六阶非对称微分算子在一些合适拓扑下关于复参数的几个线性同构定理。

This paper provides several linear isomorphism theorems for certain nonsymmetric differential operators of sixth order under proper topologies about some complex parameters.

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随着丛径的增加，不同构件的数量均具有线性同速生长规律，而不同构件的生物量均具有幂函数异速增长规律。

With the increase of tuft size, the number of different modules was in a linear isogony growth, while their biomass was in an power allometry growth.

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在教学中，经常遇到如何构造两个有限维线性空间的同构映射的问题。

We always meet problems that how to construct the isomorphic mapping of two finite dimension linear Spaces in teaching.

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