1) surjective linear mapping
满射线性映射
2) piecewise linear subjective map
分段线性满映射
1.
For a class of chaotic maps which are THS to piecewise linear subjective map,we proposed a method to generate FH sequences with independent and balanced distribution.
对一类与分段线性满映射拓扑共轭的混沌映射 ,提出了产生独立、均匀分布的混沌跳频序列的方法 。
3) linear mapping
线性映射
1.
Robust word boundary detection through linear mapping of the sub-band energy in noisy environments;
基于子带能量线性映射的噪声中端点检测算法
2.
In this paper,we give several properties of the minimal rank of matrices over any number field and characterize linear mapping of keeping the minimal rank.
本文给出任意数域上n×n阵的最小秩的几个性质,并且刻画保最小秩的线性映射。
3.
Linear mappings preserving rank-one in subspace lattice algebras of two atoms was considered by using linear mappings preserving rank-one in nest algebras.
给出Hilber空间H上的两个非平凡不变子空间M,N构成的子空间格代数Alg{M,N},到Alg{M,N}之间的保一秩线性映射,其中Alg{M,N}={A∈B(H),AM M,AN N},B(H)为H上的全体有界线性算子空间,并且给出一秩算子在M,N,M⊥N⊥之间的不同单映射线变换形式及在H上的应用。
4) linear map
线性映射
1.
Rank one preserving linear maps on spaces of symmetric operators;
对称算子空间上的保秩1线性映射(英文)
2.
Asymptotic unitary similarity-preserving linear maps on B(H)
B(H)上保持逼近酉相似的线性映射
5) linear maps
线性映射
1.
Multiplicative linear maps that preserve sum and product of matrix characteristic value;
保持矩阵特征值之和与积的可乘线性映射
2.
Linear Maps Preserving Involutory Matrices;
保持对合矩阵的线性映射
6) parabolic mapping
满抛物线映射
1.
This paper puts forward a new approach to producing random numerals by making use of the Logistic Mapping and parabolic mapping model in chaotic mechanics.
利用混沌动力学中的逻辑斯谛映射和满抛物线映射模型提出一种产生随机数列的新方法 ,这种新方法所产生的随机数列通过统计检验 ,表明具有良好的统计性质 ,同时具有一定的实用价值 。
补充资料：满射
满射
surjection git surjective mapping
满射[刘既。扣或surjeetiveff只pp吨;cIO匹eK”“，」，集合A到集合B上的 映射f满足f(A)二B，即满足对每一boB存在aoA，使得f(a)=b.既可以说“f是满射”，也可以说“f是从A到B上的映射”. 0 .A.物aHosa撰[补注]亦见单射(injeet沁n);一一映射(b石eetion);集合的置换(pen力utation of a set)·赵希顺译
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参考词条