Results 221 to 230 of about 117,517 (263)

Deep memory for deep threats: A novel architecture combining GRUs and deep learning models for IDS. [PDF]

PLoS One
Alqhatani A, Mehmood S, Amin R, Alshehri MS, Alshehri AH, Asiri F.   +5 more
europepmc   +1 more source

Modeling of gene regulatory networks: an annotated glossary. [PDF]

Trends Plant Sci
Singh Yadav A, Russell NJ, Hernández AI, Petlewski AR, Johnson AR, Grinage AD, Banuna B, Guan CJ, Mahood EH, Younkin GC, Thomas HR, Phillips HR, Harline K, Flasco M, Miller MB, Scinto-Madonich NJ, Szeluga NM, Mendoza PN, Formosa-Jordan P, Roeder AHK.   +19 more
europepmc   +1 more source

Searching for physical principles of morphogenesis. [PDF]

Development
Claussen N, Brauns F, Streichan SJ.
europepmc   +1 more source

WNT signaling coordinately controls mouse limb bud outgrowth and establishment of the digit-interdigit pattern.

Development
Malkmus J, Morabito A, Lopez-Delisle L, Avino-Esteban L, Mayran A, Zuniga A, Sharpe J, Zeller R, Sheth R.   +8 more
europepmc   +1 more source

Fundamental limits on patterning by Turing-like reaction-diffusion mechanisms

Muzatko D, Daga B, Hiscock TW.
europepmc   +1 more source

Notch coordinates self-organization of germ layers and axial polarity in cnidarian gastruloids

Narayanaswamy S, Haas F, Haillot E, Tanaka E, Technau U.   +4 more
europepmc   +1 more source

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Membrane-bound Turing patterns

Physical Review E, 2005
Motivated by recent observations in biological cells, we study Turing patterns in bounded regions where the nonlinear chemical reactions occur on the boundary and where reagent transport occurs in the bulk. Within a generic model, we formulate the stability problem and discuss the conditions for the occurrence of a Turing instability. By choosing other
Herbert, Levine, Wouter-Jan, Rappel
openaire   +2 more sources

Turing Patterns in Networks

Complex Systems, 2023
The first pattern formation model was proposed by the mathematician Alan M. Turing. This model consists of a system of reaction-diffusion equations that produces stationary patterns by means of the so-called “Turing instability.” In this paper, we found the conditions that the network and the parameters need to fulfill in order to achieve the Turing ...
Elizabeth Alejandra Ortiz Durán, Daniel Ivan Parra Verde   +1 more
openaire   +1 more source

Turing patterns on a sphere

Physical Review E, 1999
We address the problem of pattern formation on the surface of a sphere using Turing equations. By considering a generic reaction-diffusion model, we numerically investigate the patterns formed under different conditions on the parameter values. Our results show that a closed surface with curvature, as a sphere, imposes geometrical restrictions on the ...
C, Varea, J L, Aragón, R A, Barrio
openaire   +2 more sources