A reprint from American Scientist the magazine of Sigma Xi
نویسنده
چکیده
This reprint is provided for personal and noncommercial use. For any other use, please send a request to Permissions,
منابع مشابه
A reprint from American Scientist the magazine of Sigma Xi
This reprint is provided for personal and noncommercial use. For any other use, please send a request to Permissions,
متن کاملA reprint from American Scientist the magazine of Sigma Xi
This reprint is provided for personal and noncommercial use. For any other use, please send a request to Permissions,
متن کاملA reprint from American Scientist the magazine of Sigma
This reprint is provided for personal and noncommercial use. For any other use, please send a request to Permissions,
متن کاملLie ternary $(sigma,tau,xi)$--derivations on Banach ternary algebras
Let $A$ be a Banach ternary algebra over a scalar field $Bbb R$ or $Bbb C$ and $X$ be a ternary Banach $A$--module. Let $sigma,tau$ and $xi$ be linear mappings on $A$, a linear mapping $D:(A,[~]_A)to (X,[~]_X)$ is called a Lie ternary $(sigma,tau,xi)$--derivation, if $$D([a,b,c])=[[D(a)bc]_X]_{(sigma,tau,xi)}-[[D(c)ba]_X]_{(sigma,tau,xi)}$$ for all $a,b,cin A$, where $[abc]_{(sigma,tau,xi)}=ata...
متن کاملNew skew equienergetic oriented graphs
Let $S(G^{sigma})$ be the skew-adjacency matrix of the oriented graph $G^{sigma}$, which is obtained from a simple undirected graph $G$ by assigning an orientation $sigma$ to each of its edges. The skew energy of an oriented graph $G^{sigma}$ is defined as the sum of absolute values of all eigenvalues of $S(G^{sigma})$. Two oriented graphs are said to be skew equienergetic iftheir skew energies...
متن کامل