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Macleods clinical exam
The purpose of this book is to document and explain how to: 
•	 interact with a patient as their doctor 
•	 take a history from a patient 
•	 examine a patient 
•	 formulate your findings into differential diagnoses 
•	 rank these in order of probability 
•	 use investigations to support or refute your differential 
diagnosis. 
Initially, when you approach a section, we suggest that you 
glance through it quickly, looking at the headings and how it 
is laid out. This will help you to...
- Notas de lectura
- • 26 páginas •
The purpose of this book is to document and explain how to: 
•	 interact with a patient as their doctor 
•	 take a history from a patient 
•	 examine a patient 
•	 formulate your findings into differential diagnoses 
•	 rank these in order of probability 
•	 use investigations to support or refute your differential 
diagnosis. 
Initially, when you approach a section, we suggest that you 
glance through it quickly, looking at the headings and how it 
is laid out. This will help you to...
Applications of Wavelet Multiresolution Analysis
Fractional derivatives, unlike those of natural order, have “memory” and 
are useful to model systems where the past history is relevant. They are defined by 
means of integral operators, some of them having singular kernels, and calculations 
may be difficult. It is for that reason that it is necessary to develop numerical 
approximation methods to solve most of real problems. In this work we combine 
the wavelet transform with the fractional derivatives of a particular wavelet basis, 
by m...
- Resumen
- • 97 páginas •
Fractional derivatives, unlike those of natural order, have “memory” and 
are useful to model systems where the past history is relevant. They are defined by 
means of integral operators, some of them having singular kernels, and calculations 
may be difficult. It is for that reason that it is necessary to develop numerical 
approximation methods to solve most of real problems. In this work we combine 
the wavelet transform with the fractional derivatives of a particular wavelet basis, 
by m...