Results 31 to 40 of about 563,270 (278)
Energy‐harvesting‐integrated sensors couple ambient energy conversion with sensing, processing, and wireless communication. This review organizes recent progress through integration architectures and operating principles, revisiting co‐packaged, monolithic, and co‐functional designs together with always‐on, event‐driven, and multi‐modal sensing modes ...
Taehyun Park +5 more
wiley +1 more source
Graph convergence and generalized Yosida approximation operator with an application
In this paper, we introduce a Yosida inclusion problem as well as a generalized Yosida approximation operator. Using the graph convergence of $$H(\cdot ,\cdot )$$ H ( · , · ) -accretive operator and resolvent operator convergence discussed in Li and ...
Rais Ahmad +3 more
doaj +1 more source
Aerodynamic shear induces spontaneous ice fracture and detachment on hydrophobic surfaces, governed by the interplay between initial ice‐crystal size, growth orientation, and interfacial adhesion. Unexpectedly, microstructural anchoring on superhydrophobic surfaces suppresses ice shedding.
Jiawei Jiang +8 more
wiley +1 more source
ABSTRACT FRACTIONAL CALCULUS FOR m-ACCRETIVE OPERATORS [PDF]
In this paper we aim to construct an abstract model of a differential operator with a fractional integro-differential operator composition in final terms, where modeling is understood as an interpretation of concrete differential operators in terms of the infinitesimal generator of a corresponding semigroup.
openaire +2 more sources
Single‐Nucleus RNA Sequencing Identifies CREM as a Brake on Myofiber Hypertrophy in Chickens
Single‐nucleus RNA sequencing on 91 144 nuclei from postnatal chicken pectoralis major between fast‐growing broilers (FG) and slow‐growing layers (SG) identifies the transcriptional factor CREM as a novel brake of myofiber hypertrophy. Mechanistically, functional validation experiments confirm that CREM activates the promoter of JUN and CREM deletion ...
Shuang Gu +12 more
wiley +1 more source
Nonlinear Demiregular Approximation Solvability Of Equations Involving Strongly Accretive-Operators
Based on the demiregular convergence theory of the operator equations involving strongly monotone operators by Anselone and Lei (1986), we study approximation solvability of the nonlinear equations involving strongly accretive ...
Ram U. Verma
core +2 more sources
Natural Lacunae Method and Schatten–Von Neumann Classes of the Convergence Exponent
Our first aim is to clarify the results obtained by Lidskii devoted to the decomposition on the root vector system of the non-selfadjoint operator. We use a technique of the entire function theory and introduce a so-called Schatten–von Neumann class of ...
Maksim V. Kukushkin
doaj +1 more source
EZpred: Improving Deep Learning‐Based Enzyme Function Prediction Using Unlabeled Sequence Homologs
Schematic of the EZpred pipeline, which provides high‐confidence predictions of enzyme function using a combination of sequence alignments, structural alignments, and deep learning. EZpred can be used to provide substantial increases in the richness of protein function annotations at genomic scales.
Chengxin Zhang +2 more
wiley +1 more source
Euler schemes for accretive operators on Banach spaces [PDF]
We look at the Cauchy problem with an accretive Operator on a Banach space. We give an upper bound for the norm of the difference of two solutions of Euler schemes with this accretive operator. This concrete estimate also works for the problem with a non-
Beurich, Johann Carl
core +4 more sources
A characterization of nonlinear ?-accretive operators
Let E be a Banach space and φ∶E→(−∞,∞] a proper lower semi-continuous convex function. The main purpose of this paper is to characterize those m-accretive operators A⊂E x E that are also φ-accretive. This is done by using the semigroup S generated by -A, and by first establishing a necessary and sufficient condition for φ to be a Lyapunov function for ...
openaire +1 more source

