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A Numerical Comparison of Petri Net and Ordinary Differential Equation SIR Component Models. [PDF]
IEEE AccessReckell T +4 more
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Fixed point-based stability analysis of climate and Langevin models. [PDF]
PLoS OneShah SK +5 more
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Mathematical Foundations of Biomechanics
Critical Reviews™ in Biomedical Engineering, 2010The aim of biomechanics is the analysis of the structure and function of humans, animals, and plants by means of the methods of mechanics. Its foundations are in particular embedded in mathematics, physics, and informatics. Due to the inherent multidisciplinary character deriving from its aim, biomechanics has numerous connections and overlapping areas
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2016
This chapter discusses arithmetic techniques. At the heart of a mathematical culture that develops mathematical techniques are basic arithmetical operations that allow the numerate scribe to skillfully manipulate given numbers to determine, for example, their product or their sum.
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This chapter discusses arithmetic techniques. At the heart of a mathematical culture that develops mathematical techniques are basic arithmetical operations that allow the numerate scribe to skillfully manipulate given numbers to determine, for example, their product or their sum.
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1975
The modern development of the foundations of mathematics began, together with that of mathematical logic, towards the end of the last century. Today the two fields of study are still closely connected.
W. Gellert +4 more
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The modern development of the foundations of mathematics began, together with that of mathematical logic, towards the end of the last century. Today the two fields of study are still closely connected.
W. Gellert +4 more
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2001
The history of formal deduction goes back to Aristotle and Euclid, and the development of mathematical analysis can be traced back to Archimedes. It was not until the middle of the nineteenth century that these developments began to converge, due to the work of Boole and Frege.
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The history of formal deduction goes back to Aristotle and Euclid, and the development of mathematical analysis can be traced back to Archimedes. It was not until the middle of the nineteenth century that these developments began to converge, due to the work of Boole and Frege.
openaire +1 more source