197,901 research outputs found
Data for publication: 3D Spongin Scaffolds as Templates for Electro-Assisted Deposition of Selected Iron Oxides
The dataset includes:FTIR Raw data of FTIR spectra of the samples: Pure Spongin, Sample S1, Sample S2.XRD Raw data of XRD patterns of Spongin, Sample S1, Sample S2, Lepidocrocite Standard and Goethite Standard.All files are in .xslx format, packed into .zip archives.The data are part of the publication: Nowacki, K.; Kubiak, A.; Nowicki, M.; Tsurkan, D.; Ehrlich, H.; Jesionowski, T. 3D Spongin Scaffolds as Templates for Electro-Assisted Deposition of Selected Iron Oxides. Biomimetics 2024, 9, 387. https://doi.org/10.3390/biomimetics9070387</p
Data for publication: Creation of a 3D goethite–spongin composite using an extreme biomimetics approach
The dataset includes:FTIR Raw data of FTIR spectra of the samples: control sample, FeISpongin, and a goethite standard.XRD Raw data of XRD patterns of spongin, control sample, FeISpongin composite, and goethite standard.TG Raw data of thermogravimetric (TG) curves of control sample, FeISpongin composite, and goethite standard.Raw_data_dopamine_detection Raw data of Amperograms recorded in 0.1 M phosphate buffer pH 6.5 with the successive addition of DA (5 μM to 1.3 mM) at Natural-Fe-Spongin/CPE and FeISpongin/CPE. The data are part of the publication: Kubiak, A.; Voronkina, A.; Pajewska-Szmyt, M.; Kotula, M.; Leśniewski, B.; Ereskovsky, A.; Heimler, K.; Rogoll, A.; Vogt, C.; Rahimi, P.; et al. Creation of a 3D Goethite–Spongin Composite Using an Extreme Biomimetics Approach. Biomimetics 2023, 8, 533. https://doi.org/10.3390/biomimetics8070533</p
A fuzzification of the category of M-valued L-topological spaces
A fuzzy category is a certain superstructure over an ordinary category in which ”potential” objects and ”potential” morphisms could be such to a certain degree. The aim of this paper is to introduce a fuzzy category FTOP(L,M) extending the category TOP(L,M) of M-valued L- topological spaces which in its turn is an extension of the category TOP(L) of L-fuzzy topological spaces in Kubiak-Sostak’s sense. Basic properties of the fuzzy category FTOP(L,M) and its objects are studied
A Symmetric Space Metric for Weak Convergence of Distribution Functions
Weak convergence in the space of distribution functions can be metrized the metric of a symmetric space. As special cases one finds the metrics previously introduced by M.D. Taylor and the third author, which were conected to the and Orlicz spaces respectively
Data for publication: Spongin as a unique 3D template for the development of functional iron-based composites using biomimetic approach in vitro
The dataset includes:FTIR Raw data of FTIR spectra of the samples: spongin control sample, Iron-Spongin after ultrasound treatment and iron powder after 30 days insertion into seawater with and without the presence of spongin scaffold.XRD Raw data of XRD patterns of spongin, spongin control sample after placement into seawater, “Iron-Spongin”, “Iron-Spongin after ultrasound treatment”, and iron powder after placement in the seawater in the presence of spongin.TG Raw data of thermogravimetric (TG) curves of spongin control sample in seawater and the “Iron-Spongin after ultrasound treatment”.Raw_data_dopamine_detection Raw data of Amperograms recorded in 0.1 M phosphate buffer pH 6.5 with the successive addition of DA (5 μM to 1.3 mM) at N-Iron-Sp/CPE, and B-Iron-Sp/CPE.The data are part of the publication: Kubiak, A.; Pajewska-Szmyt, M.; Kotula, M.; Leśniewski, B.; Voronkina, A.; Rahimi, P.; Falahi, S.; Heimler, K.; Rogoll, A.; Vogt, C.; et al. Spongin as a Unique 3D Template for the Development of Functional Iron-Based Composites Using Biomimetic Approach In Vitro. Mar. Drugs 2023, 21, 460. https://doi.org/10.3390/md21090460</p
LOGISTICS TERMINALS PLANNING FOR AN OPTIMAL FREIGHT MOBILITY SYSTEM: AN APPLICATION ON A REGIONAL SCALE
TRAFFIC PARAMETERS ESTIMATION TO PREDICT ROAD SIDE POLLUTANT CONCENTRATIONS USING NEURAL NETWORKS
Identification of the genetic mechanisms linked to the occurrence of H3.3K27M-mutation in pediatric DIPG
Scheduling Chains to Minimize Mean Flow Time
In this note we consider the chain precedence relation in scheduling and distinguish between strong chains and weak chains. We prove that for two identical parallel processors the mean flow time problem with strong chains can be solved in polynomial time whereas for weak chains the same problem is NP-hard in the strong sens
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