Read e-book online Monte Carlo Simulation for the Pharmaceutical Industry: PDF

By Mark Chang

ISBN-10: 1439835926

ISBN-13: 9781439835920

ISBN-10: 1439835934

ISBN-13: 9781439835937

Helping you turn into an inventive, logical philosopher and skillful "simulator," Monte Carlo Simulation for the Pharmaceutical undefined: thoughts, Algorithms, and Case Studies offers vast assurance of the total drug improvement approach, from drug discovery to preclinical and medical trial features to commercialization. It provides the theories and strategies had to perform desktop simulations successfully, covers either descriptive and pseudocode algorithms that supply the foundation for implementation of the simulation equipment, and illustrates real-world difficulties via case studies.

The textual content first emphasizes the significance of analogy and simulation utilizing examples from various parts, ahead of introducing common sampling equipment and different phases of drug improvement. It then specializes in simulation ways in accordance with video game idea and the Markov choice strategy, simulations in classical and adaptive trials, and numerous demanding situations in medical trial administration and execution. the writer is going directly to hide prescription drug advertising options and model making plans, molecular layout and simulation, computational structures biology and organic pathway simulation with Petri nets, and physiologically established pharmacokinetic modeling and pharmacodynamic versions. the ultimate bankruptcy explores Monte Carlo computing innovations for statistical inference.

This e-book bargains a scientific remedy of laptop simulation in drug improvement. It not just offers with the rules and strategies of Monte Carlo simulation, but additionally the functions in drug improvement, comparable to statistical trial tracking, prescription drug advertising and marketing, and molecular docking.

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Read Online or Download Monte Carlo Simulation for the Pharmaceutical Industry: Concepts, Algorithms, and Case Studies (Chapman & Hall CRC Biostatistics Series) PDF

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Extra resources for Monte Carlo Simulation for the Pharmaceutical Industry: Concepts, Algorithms, and Case Studies (Chapman & Hall CRC Biostatistics Series)

Example text

Simulation should go well beyond this limited scope, as outlined in this book. 14). Meta-simulations target multiple sectors or drug companies. Because of the nature of competition and collaboration, Monte Carlo can combine with game and decision theory to solve many problems. The examples of interest are impact analysis of a technology platform, drug development globalization, and drug industry partnerships. Macro-simulations deal with problems involving a single business entity or company. Thus, decision the- August 12, 2010 9:20 WSPC/Book Trim Size for 9in x 6in ModelingAndSimulationInDrugDevelopment Simulation, Simulation Everywhere 33 ory, deterministic, Bayesian, and stochastic decision approaches are used in the simulations.

We used percolation as an example to illustrate that MC can be used to simulate the system’s chaos for the purpose of preventing that chaos. , death), we employed the competing risks as an example of how we can use MC in health resource allocation and in prolonging our life expectancy. As with other simulation methods, analogy is the core of pharmaceutical Monte Carlo. In the fish pond example, we showed that two problems lead to virtually an identical modeling and simulation technique: finding the volume of water (continuous media) in the pond and finding the number of fish (discrete in nature) in the pond.

It is clear that the key to the problem is to find the ratio R= Ausa . 4: 7 Map of the US pieces randomly. Based on the dominant color on the piece, some of the pieces will be considered white and some gray (the map part). (2) Fully mix all the pieces. (3) Randomly draw a piece N times with replacement and record the number of gray pieces (Nusa ). A simple probabilistic fact tells us that when n → ∞, the following equation holds with a probability of 1: R= Ausa Nusa = . 3) But what if we don’t want to destroy the map?

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Monte Carlo Simulation for the Pharmaceutical Industry: Concepts, Algorithms, and Case Studies (Chapman & Hall CRC Biostatistics Series) by Mark Chang


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