T. Ando, Unbounded or bounded idempotent operators in Hilbert spaces, Linear Algebra Appl. http://dx.doi.org/10.1016/j.laa.2011.06.047.Ando, T.: Unbounded or bounded idempotent operators in Hilbert space. Linear Algebra Appl. 438 (10), 3769–3775 (2013) MathSciNet MATH...
The Existence of a Weak Solution of Quasilinear Elliptic Equation with Critical Sobolv Exponent on Unbounded Domain (eng) THEEXISTENCEOFAWEAKSOLUTIONOFQUASILINEARELLIPTICEQUATIONWITHCRITICALSOBOLVEXPONENTONUNBOUNDEDDOMAINLiGongbao(李工宝)(Inst.ofMath... G Li - 《数学物理学报:b辑英文版》 被引量: 36...
We extend the Matomäki–Radziwiłł theorem to a large collection of unbounded multiplicative functions that are uniformly bounded, but not necessarily bounded by 1, on the primes. Our result allows us to estimate averages of such a functionfin typical intervals of length, withand whereis ...
we consider the problem of verifying bounded reachability properties of stochastic real-time systems modeled as generalized semi-Markov processes (GSMP). While GSMPs is a rich model for stochastic systems widely used in performance evaluation, existing...
What is a bounded region in math? A solution region of a system of linear inequalities is bounded if it can be enclosed within a circle. If it cannot be enclosed within a circle, it is unbounded. The previous example had an unbounded solution region because it extended infinitely far to ...
In unbounded domains Ω of the three-dimensional Euclidean space, having several outlets Ω i i =1,...,N, at infinity, one investigates the time-dependent solutions of the Stokes and Navier-Stokes system of equations for incompressible f... OA Ladyzhenskaya,VA Solonnikov - 《Journal of So...
Determine whether or not the sequence is bounded. {eq}{n \over {n + 1}} {/eq} Sequences in Math: A sequence is a group of numbers {eq}\displaystyle a_n {/eq} where the element in the group follows a particular pattern. For example, a geometric sequence is a sequence ...
For unbounded values of d, BDD becomes W[2]-hard for parameter k [16], excluding hope for fixed-parameter tractability, that is, for an algorithm solving BDD in f(k)⋅nO(1) time for a computable function f only depending on k [14], [19], [23]. On the contrary, other results...
Another notable example is the logic Extended Bounded Response LTL () [9], which is a fragment of LTL that includes bounded temporal operators as well as unbounded universal temporal operators (i.e., “globally” and “release”). While every formula can be expressed in Safety LTL, one ...
There are similar notions of convexity with respect to {\mathcal {H}}^\infty (D), namely D is {\mathcal {H}}^\infty -convex or D is an {\mathcal {H}}^\infty -domain of holomorphy. In dimension n=1 both notions are the same (see [1]); but in higher dimensions these are,...