Pages that link to "Item:Q1942357"
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The following pages link to Mathematically modeling PCR: an asymptotic approximation with potential for optimization (Q1942357):
Displaying 10 items.
- Kinetic characteristics of continuous flow polymerase chain reaction chip: a numerical investigation (Q617173) (← links)
- Rapid microfluidic thermal cycler for polymerase chain reaction nucleic acid amplification (Q927967) (← links)
- A fundamental study of the PCR amplification of GC-rich DNA templates (Q1004973) (← links)
- Prediction of success for polymerase chain reactions using the Markov maximal order model and support vector machine (Q1715227) (← links)
- Mathematical models of diffusion-constrained polymerase chain reactions: basis of high-throughput nucleic acid assays and simple self-organizing systems (Q2187605) (← links)
- A general model of error-prone PCR (Q2193179) (← links)
- The polymerase chain reaction model analyzed by the homotopy perturbation method (Q2419209) (← links)
- Principles of rapid polymerase chain reactions: mathematical modeling and experimental verification (Q2490595) (← links)
- Modelling the PCR amplification process by a size-dependent branching process and estimation of the efficiency (Q4819497) (← links)
- Robust CT-prediction algorithm for RT-PCR (Q5279398) (← links)
