region properties function in Search Results


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HUYGEN huygen's principle
Cell-Reservoir Electrical <t>Properties</t> (A) 2D cross-sectional conductance map of Cell-Reservoir edges, which represents the connection strength between two neighboring voxels. (B) A log-normally distributed conductance was assigned to the Cell-Reservoir edges. (C–H) are Cell-Reservoir potential map, Cell potential map, and Cell information signal map for point source and spherical source respectively. Potential distribution follows the e − k r / r law and the information flow follow Ohm’s and Kirchhoff’s current laws.
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Nucleonica GmbH properties of curium isotopes
Cell-Reservoir Electrical <t>Properties</t> (A) 2D cross-sectional conductance map of Cell-Reservoir edges, which represents the connection strength between two neighboring voxels. (B) A log-normally distributed conductance was assigned to the Cell-Reservoir edges. (C–H) are Cell-Reservoir potential map, Cell potential map, and Cell information signal map for point source and spherical source respectively. Potential distribution follows the e − k r / r law and the information flow follow Ohm’s and Kirchhoff’s current laws.
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Verlag GmbH handbook of pharmaceutical salts: properties, and use
Cell-Reservoir Electrical <t>Properties</t> (A) 2D cross-sectional conductance map of Cell-Reservoir edges, which represents the connection strength between two neighboring voxels. (B) A log-normally distributed conductance was assigned to the Cell-Reservoir edges. (C–H) are Cell-Reservoir potential map, Cell potential map, and Cell information signal map for point source and spherical source respectively. Potential distribution follows the e − k r / r law and the information flow follow Ohm’s and Kirchhoff’s current laws.
Handbook Of Pharmaceutical Salts: Properties, And Use, supplied by Verlag GmbH, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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NETZSCH thermogravimetric analysis (tga) jupiter sta 449 f3
Cell-Reservoir Electrical <t>Properties</t> (A) 2D cross-sectional conductance map of Cell-Reservoir edges, which represents the connection strength between two neighboring voxels. (B) A log-normally distributed conductance was assigned to the Cell-Reservoir edges. (C–H) are Cell-Reservoir potential map, Cell potential map, and Cell information signal map for point source and spherical source respectively. Potential distribution follows the e − k r / r law and the information flow follow Ohm’s and Kirchhoff’s current laws.
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Schambeck SFD gel-like properties
Cell-Reservoir Electrical <t>Properties</t> (A) 2D cross-sectional conductance map of Cell-Reservoir edges, which represents the connection strength between two neighboring voxels. (B) A log-normally distributed conductance was assigned to the Cell-Reservoir edges. (C–H) are Cell-Reservoir potential map, Cell potential map, and Cell information signal map for point source and spherical source respectively. Potential distribution follows the e − k r / r law and the information flow follow Ohm’s and Kirchhoff’s current laws.
Gel Like Properties, supplied by Schambeck SFD, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Chennai Corporation properties
Cell-Reservoir Electrical <t>Properties</t> (A) 2D cross-sectional conductance map of Cell-Reservoir edges, which represents the connection strength between two neighboring voxels. (B) A log-normally distributed conductance was assigned to the Cell-Reservoir edges. (C–H) are Cell-Reservoir potential map, Cell potential map, and Cell information signal map for point source and spherical source respectively. Potential distribution follows the e − k r / r law and the information flow follow Ohm’s and Kirchhoff’s current laws.
Properties, supplied by Chennai Corporation, used in various techniques. Bioz Stars score: 86/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Brookhaven Instruments properties
Cell-Reservoir Electrical <t>Properties</t> (A) 2D cross-sectional conductance map of Cell-Reservoir edges, which represents the connection strength between two neighboring voxels. (B) A log-normally distributed conductance was assigned to the Cell-Reservoir edges. (C–H) are Cell-Reservoir potential map, Cell potential map, and Cell information signal map for point source and spherical source respectively. Potential distribution follows the e − k r / r law and the information flow follow Ohm’s and Kirchhoff’s current laws.
Properties, supplied by Brookhaven Instruments, used in various techniques. Bioz Stars score: 86/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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KNIME GmbH knime rdkit node
Cell-Reservoir Electrical <t>Properties</t> (A) 2D cross-sectional conductance map of Cell-Reservoir edges, which represents the connection strength between two neighboring voxels. (B) A log-normally distributed conductance was assigned to the Cell-Reservoir edges. (C–H) are Cell-Reservoir potential map, Cell potential map, and Cell information signal map for point source and spherical source respectively. Potential distribution follows the e − k r / r law and the information flow follow Ohm’s and Kirchhoff’s current laws.
Knime Rdkit Node, supplied by KNIME GmbH, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Cell-Reservoir Electrical Properties (A) 2D cross-sectional conductance map of Cell-Reservoir edges, which represents the connection strength between two neighboring voxels. (B) A log-normally distributed conductance was assigned to the Cell-Reservoir edges. (C–H) are Cell-Reservoir potential map, Cell potential map, and Cell information signal map for point source and spherical source respectively. Potential distribution follows the e − k r / r law and the information flow follow Ohm’s and Kirchhoff’s current laws.

Journal: iScience

Article Title: Modeling non-genetic information dynamics in cells using reservoir computing

doi: 10.1016/j.isci.2024.109614

Figure Lengend Snippet: Cell-Reservoir Electrical Properties (A) 2D cross-sectional conductance map of Cell-Reservoir edges, which represents the connection strength between two neighboring voxels. (B) A log-normally distributed conductance was assigned to the Cell-Reservoir edges. (C–H) are Cell-Reservoir potential map, Cell potential map, and Cell information signal map for point source and spherical source respectively. Potential distribution follows the e − k r / r law and the information flow follow Ohm’s and Kirchhoff’s current laws.

Article Snippet: The flow of information follows causality principles similar to the Huygen’s principle where each point acts as a source of information for a later time steps, naturally giving rise to spatiotemporally resolved properties.

Techniques: