The configuration management of a sensor network composed of tens or up to thousands of nodes is difficult due to the limit of memory space and energy consumption. This paper presents an approach for dynamic reconfiguration of application modules in sensor networks based on Nano-Qplus. The version information from proposed methods is registered into NVSync (Nano-Qplus Version Synchronization), ...

An ideal I on a cardinal κ is called rigid if all automorphisms of P (κ)/I are trivial. An ideal is called μ-minimal if whenever G ⊆ P (κ)/I is generic and X ∈ P (μ)V [G] \ V , it follows that V [X] = V [G]. We prove that the existence of a rigid saturated μ-minimal ideal on μ+, where μ is a regular cardinal, is consistent relative to the existence of large cardinals. The existence of such an i...

we investigate the problem of the existence of a frame forright ideals of a c*-algebra a, without the use of the kasparov stabilizationtheorem. we show that this property can not characterize a as a c*-algebraof compact operators.

the main objective of this study is to swing krull intersection theorem in primary decomposition of rings and modules to the primary decomposition of soft rings and soft modules. to fulfill this aim several notions like soft prime ideals, soft maximal ideals, soft primary ideals, and soft radical ideals are introduced for a soft ring over a given unitary commutative ring. consequently, the p...

We show that the category of finite-length generalized modules for singlet vertex algebra M(p), p∈Z>1, is equal to OM(p) C1-cofinite M(p)-modules, and this admits algebraic braided tensor structure Huang-Lepowsky-Zhang. Since includes uncountably many typical which are simple M(p)-module structures on Heisenberg Fock modules, our results substantially extend previous work categories atypical M(...

We prove that in a 2-Calabi-Yau triangulated category, each cluster tilting subcategory is Gorenstein with all its finitely generated projectives of injective dimension at most one. We show that the stable category of its Cohen-Macaulay modules is 3-CalabiYau. We deduce in particular that cluster-tilted algebras are Gorenstein of dimension at most one, and hereditary if they are of finite globa...

In this paper we present a new type of simple, pneumatically actuated, soft modular robotic system that can reproduce fundamental cell behaviors observed during morphogenesis; the initial shaping stage of the living embryo. The fabrication method uses soft lithography for producing composite elastomeric hollow cubes and permanent magnets as passive docking mechanism. Actuation is achieved by co...

We prove the existence of local constancy phenomena for reductions in a general (odd) prime power setting two-dimensional irreducible crystalline representations Gal(? ¯ p /? ). These depend on two parameters: trace and weight k. They appear example context classical modular forms tame level. find an (explicit) result with respect to using Fontaine’s theory (?,?)-modules, its refinement due Ber...

Unlike rigid actuators, soft actuators can easily adapt to complex environments. Understanding the relationship between deformation of and external factors such as pressure would enable rapid designs based on specific requirements, flexible, compliant endoscopes. An effective model is demonstrated that predicts a actuator virtual work principle geometrically exact Cosserat rod theory. The proce...