<p>i am practicing to see each thing ,object with mathematical approach.
I mean mathematicaly.
I am practicing to calculate area and other parameters of each thing i see.
But problem is that i am not successful in this effort.
It is my strongest desire to think in math to see in math .
Can someone guide me how it is possible
Thanks(sorry for horrible english)</p>
<p>Math is about thinking logically and abstractly – not about calculation. The only way to build up these skills is to, of course, practice them. Try taking a course in set theory, real analysis or some area of abstract algebra. If you can’t take a course, then perhaps you should get a book and try to study as much of it as you can. Perhaps a good match is A First Course in Abstract Algebra by Fraleigh. In it are many abstract ideas that will help give you the sort of intuition and mindset I think you’re after. Try to see if your library has a copy.</p>
<p>After a long time of search i have found you.
No one is there to guide me
Please tell me more
Give me more suggeestions and tell me more books
I want to remain in Mathematics in every moment.
I feel pain when i off it
Please tell me more
thanks</p>
<p>As devious said, a good way to build a mathematical mindset is by improving on your analytical skills, as well as your ability to think abstractly. Here’s a good one to think about:</p>
<p>The summation of infinite positive integers 1 + 2 + 3 … = -1/12.</p>
<p>Furthermore, you shouldn’t try to force yourself to like mathmatics…I won’t question your motives, but if you truly enjoy the subject, abstract thinking should come to you.</p>
<p>ok first of all, you don’t need to see math in everything. If you wanna get better at calculating area (ie geometry problems) then its all about practice. Actually, math is all about practice.</p>
<p>Second bruinboy. There’s no one way to “see” in math. As you practice, you’ll develop your own ways of seeing mathematical things. A structure will start to build itself in your mind, and that structure will be uniquely your own.</p>
<p>I also second the recommendation about studying something advanced like abstract algebra. If you can “visualize” abstract algebra, you’re in the clear.</p>