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1.
Friedbert Prü fer Franco Tricerri Lieven Vanhecke 《Transactions of the American Mathematical Society》1996,348(11):4643-4652
We first prove that a Riemannian manifold with globally constant additive Weyl invariants is locally homogeneous. Then we use this result to show that a manifold whose Laplacian commutes with all invariant differential operators is a locally homogeneous space.
2.
Moharram A. Khan 《Czechoslovak Mathematical Journal》2002,52(2):401-413
Let p, q and r be fixed non-negative integers. In this note, it is shown that if R is left (right) s-unital ring satisfying
, respectively) where
, then R is commutative. Moreover, commutativity of R is also obtained under different sets of constraints on integral exponents. Also, we provide some counterexamples which show that the hypotheses are not altogether superfluous. Thus, many well-known commutativity theorems become corollaries of our results. 相似文献
3.
4.
5.
Daisuke Kishimoto 《Topology and its Applications》2010,157(12):1949-1954
It is a classical result by Bott that SU(s) and SU(t) homotopy commute in SU(n) if and only if s+t?n. We consider the p-localization analog of this problem and give an answer at odd primes. 相似文献
6.
A. Y. Abdelwanis 《代数通讯》2017,45(11):4631-4645
Let N be a zero symmetric 3-prime right near ring and α:N→N be an endomorphism. In this paper, the notions of two-sided α-(generalized) derivations on N are studied. Some results characterize commutativity of 3-prime near rings are obtained. Examples proving the necessity of the 3-primeness hypothesis are given. When α = idN, one can easily obtain the main results of [5]. 相似文献
7.
《Acta Mathematica Hungarica》2003,100(1-2):1
A symmetric operator X^ is attached to each operator X that leaves the domain of a given positive operator A invariant and makes the product AX symmetric. Some spectral properties of X^ are derived from those of X and, as a consequence, various conditions ensuring positivity of products of the form AX
1 ... X
n are proved. The question of ^-complete positivity of the mapping p → Ap(X
1,...,X
n) defined on complex polynomials in n variables is investigated. It is shown that the set ω is related to the McIntosh-Pryde
joint spectrum of (X
1,...,X
n) in case all the operators A, X
1,...,X
n are bounded. Examples illustrating the theme of the paper are included.
This revised version was published online in June 2006 with corrections to the Cover Date. 相似文献
8.
Let X, Y be real or complex Banach spaces with dimension greater than 2 and A, B be standard operator algebras on X and Y, respectively. Let φ :A →B be a unital surjective map. In this paper, we characterize the map φ on .4 which satisfies (A - B)R = R(A-B) ξR ((A-B)→ (φ(B))φ(R) =φ(R)((A)- (B)) for A, B, R E .4 and for some scalar 相似文献
9.
10.
A number of characterizations involving column and null spaces of various functions of a pair of oblique projectors are established. Particular attention is paid to properties of a product of the two projectors, but other functions of the pair (such as sum, difference or sum and difference of products) are considered as well. In many cases, the results obtained generalize those already known to be valid for orthogonal projectors. 相似文献