putting prevention into practice

Putting evidence into practice: prevention of infection.

The prevention of infection is an important outcome to measure in patients with cancer because infectious complications are a significant cause of morbidity and mortality. Nurses play a vital role in the prevention of infection in patients with cancer through nursing practice, research, and patient education. However, many common nursing interventions to prevent infection are based on tradition...

Putting Theory into Practice

Putting Ipm into Practice

survey to mess the progress made by schools. Of the 788 discrim surveyed, 415 responded. The s u r v e y p e d scvcnl key quurions thar clicitcd inrerating feedback From school disrricu such u the f O U 0 ~ aware of DPRs school IPS1 p r o m , and about 70 perccnr h3d adopred an IPbl program. Adoprion of an IPM p r o p tended IO bc more prrvalenr in cirin and IOWN rhan in darw. Ar l u n 60 perce...

Putting evidence into practice.

Clinical effectiveness is defined as the extent to which specific clinical interventions, when used in the field for a particular patient or population, do what they are intended to do. The evidence base for achieving clinical effectiveness in family planning is improving mainly because fertility control is a high international public health priority. Evidence generated by methodologically so...

Epilog: Putting Research into Practice

The previous chapters of this book have described new advances in the constant effort to improve the quality of spatial data, and to make it possible for users of spatial data to understand the effects of data quality on their work. These results add to the already substantial literature on the topic, and it is clear that after two decades of work we now have a much better understanding of spat...

Putting Fürer Algorithm into Practice

The multiplication of polynomials is a primitive widely used in computer algebra. It appears to contribute to a large panel of mathematical functions. Consequently, the optimization of this primitive is critical in cryptography for instance. Fast Fourier Transform (FFT) is commonly used in order to multiply polynomials. This is why an improvement of the Fast Fourier Transform algorithm is impor...