VVF:向量值函数
在学术科学领域,特别是与数学相关的讨论中,“Vector Valued Function”(向量值函数)这一术语常被缩写成VVF,以便书写与交流时更加简洁高效。这种缩写形式在科研文献和课堂讲授中应用广泛,既便于快速记录,也利于专业人士之间的顺畅沟通。
Vector Valued Function具体释义
Vector Valued Function的英文发音
例句
- The convergence theorem for ( H ) integral of vector valued function on infinite interval
- 无穷区间上向量值函数(VVF)(H)积分的收敛定理
- In this paper, a problem is discussed, that on a Banach space whether a vector valued function which is of strongly bounded variation is strongly differentiable almost everywhere or not.
- 本文讨论Banach空间上强有界变差的向量值函数(VVF),是否一定几乎处处强可导。
- First a transition image 1st was generated by means of neighborhood pixels, and then, a transition image 2 was generated by resampling the surface of Newton-Thiele's vector valued interpolation function.
- 首先由近邻取样方法和邻域平均相结合的方法产生一个中间图像1,利用二元Newton-Thiele型向量连分式建立有理插值曲面;然后对插值曲面进行重新采样产生一个中间图像2;
- The Relation of Continuity and Derivative about Vector - valued Function
- 向量值函数(VVF)连续与可导的关系
- Minimax inequality for vector - valued function
- 向量值映射的极大极小不等式
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