Pages that link to "Item:Q2500113"

The following pages link to A mathematical investigation of a Clock and Wavefront model for somitogenesis (Q2500113):

Displaying 18 items.

• Synchronized oscillation of the segmentation clock gene in vertebrate development (Q604514) (← links)
• Mathematical modeling of dynamic cellular association patterns in seminiferous tubules (Q829298) (← links)
• Adding adhesion to a chemical signaling model for somite formation (Q841778) (← links)
• A delay stochastic process with applications in molecular biology (Q999287) (← links)
• Traveling wave formation in vertebrate segmentation (Q1617595) (← links)
• The kinetics in mathematical models on segmentation clock genes in zebrafish (Q1692112) (← links)
• When are cellular oscillators sufficient for sequential segmentation? (Q1783498) (← links)
• The clock and wavefront model revisited (Q1783689) (← links)
• Traveling pulses with oscillatory tails, figure-eight-like stack of isolas, and dynamics in heterogeneous media (Q2083707) (← links)
• Segmentation-clock synchronization in circular-lattice networks of embryonic presomitic-mesoderm cells (Q2133316) (← links)
• Self-organized pattern dynamics of somitogenesis model in embryos (Q2149721) (← links)
• The segmentation clock in mice: interaction between the Wnt and Notch signalling pathways (Q2211549) (← links)
• Some remarks on pattern formation in vertebrate embryology (Q2316046) (← links)
• A model of somitogenesis (Q2316051) (← links)
• Endogenous miRNA sponges mediate the generation of oscillatory dynamics for a non-coding RNA network (Q2328231) (← links)
• Cell cycle regulation of oscillations yields coupling of growth and form in a computational model of the presomitic mesoderm (Q2328236) (← links)
• Spatiotemporal patterns of a homogeneous diffusive system modeling hair growth: global asymptotic behavior and multiple bifurcation analysis (Q2391362) (← links)
• Travelling gradients in interacting morphogen systems (Q2455543) (← links)