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Book Categories |
Pt. 1 | Physiological and pharmacological modelling | |
1.1 | Models and modelling | |
1.2 | Inputs and outputs | |
1.3 | Steady states: alveolar ventilation V[subscript A] and Paco[subscript 2] | |
1.4 | Gas laws | |
1.5 | Flux and the Fick principle | |
1.6 | Fick and cardiac output: dilution methods | |
1.7 | Fick and cerebral blood flow | |
1.8 | Apnoeic mass transfer oxygenation | |
1.9 | Nitrogen washout | |
1.10 | Time constants | |
1.11 | Step change in VA | |
1.12 | Pulmonary air embolism | |
1.13 | Pharmacokinetic models | |
1.14 | Drug-receptor interaction | |
1.15 | Receptor-mediated drug antagonism | |
1.16 | Oscillating systems | |
1.17 | Damped oscillations | |
1.18 | Forced oscillations | |
1.19 | Modelling arterial pressure waves | |
Pt. 2 | Mathematical background | |
2.1 | Basics | |
2.2 | Functions | |
2.3 | Pattern functions and transformations | |
2.4 | Constant function | |
2.5 | Linear functions | |
2.6 | Rectangular hyperbolic functions | |
2.7 | Polynomial functions | |
2.8 | Inverse functions | |
2.9 | Exponential & logarithmic functions | |
2.10 | Sinusoidal functions | |
2.11 | Functions of more than one variable | |
2.12 | The derivative and differentiation | |
2.13 | Maxima and minima | |
2.14 | Integrals | |
2.15 | Differential equations | |
2.16 | Numerical methods for differential equations | |
Pt. 3 | Probability and statistics | |
3.1 | Probability models and simulation | |
3.2 | Simulating random events: anaphylactold reactions to anaesthesia | |
3.3 | Waiting times in a Poisson process | |
3.4 | Passing the fellowship examination | |
3.5 | Measuring SVP: the normal distribution | |
3.6 | Modelling with random variables | |
3.7 | Sums and differences of random variables (RVs) | |
3.8 | Probability | |
3.9 | Conditional probability and Bayes' theorem | |
3.10 | Summary measures: location and dispersion | |
3.11 | The normal distribution | |
3.12 | Statistical inference | |
3.13 | Sample mean | |
3.14 | Sample variance | |
3.15 | Significance testing | |
3.16 | Samples of unknown mean and variance | |
3.17 | Categorical data | |
3.18 | Related variables: linear regression | |
3.19 | Related variables: correlation | |
3.20 | Distribution-free methods | |
3.21 | IOP revisited | |
Bibliography | ||
Index |
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Add Mathematics and Statistics in Anaesthesia, Anesthesia residents often have enormous trouble understanding the quantitative aspects of the basic sciences underlying clinical anesthetic practice. The subjects of pharmokinetics and statistics are often unpopular with trainees, and studied with little, Mathematics and Statistics in Anaesthesia to the inventory that you are selling on WonderClubX
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Add Mathematics and Statistics in Anaesthesia, Anesthesia residents often have enormous trouble understanding the quantitative aspects of the basic sciences underlying clinical anesthetic practice. The subjects of pharmokinetics and statistics are often unpopular with trainees, and studied with little, Mathematics and Statistics in Anaesthesia to your collection on WonderClub |