Hi,
Does anyone know about a good book (a dummies book for all I care) that can help with refreshing how to read maths (probably vague so I'll provide an example):
This is from a google book about poincare maps:
Consider the follwing ODE:
\(\dot{x}=f(x)\), \( x \in\Re^n\)
Where:
\(f:U \rightarrow \Re^n\) is \(C^r\)
First line would read as: the first derivative of x equals the output of the function f of x where x is an element of all real numbers something
The second line would then read as:
Where f something U then the real numbers something is part of a complex number set?.
As you might guess, my math "speak" is a bit rusty and I was wondering if people have some recommendations for books that handle with the "speak" problems?
Cheers,
Does anyone know about a good book (a dummies book for all I care) that can help with refreshing how to read maths (probably vague so I'll provide an example):
This is from a google book about poincare maps:
Consider the follwing ODE:
\(\dot{x}=f(x)\), \( x \in\Re^n\)
Where:
\(f:U \rightarrow \Re^n\) is \(C^r\)
First line would read as: the first derivative of x equals the output of the function f of x where x is an element of all real numbers something
The second line would then read as:
Where f something U then the real numbers something is part of a complex number set?.
As you might guess, my math "speak" is a bit rusty and I was wondering if people have some recommendations for books that handle with the "speak" problems?
Cheers,