- #1
s0laris
- 5
- 0
Hi everyone,
After completing an undergraduate engineering degree, I walked away with a feeling that all I was taught was to crunch numbers, lacking an intuitive understanding of solution mechanisms.
Now, with spare time, I got the desire to re-learn my upper mathematics curriculum. One of the things I found frustrating while in college was that many times topics would be approached that required background that was not previously taught. For example, I think that complex analysis should precede differential equations - my curriculum lacked the course all together. So my question is: what is the best sequence of topics to obtain a truly comprehensive sense for the material (including anything that might otherwise not be included in main coursework)?
Thanks in advance
After completing an undergraduate engineering degree, I walked away with a feeling that all I was taught was to crunch numbers, lacking an intuitive understanding of solution mechanisms.
Now, with spare time, I got the desire to re-learn my upper mathematics curriculum. One of the things I found frustrating while in college was that many times topics would be approached that required background that was not previously taught. For example, I think that complex analysis should precede differential equations - my curriculum lacked the course all together. So my question is: what is the best sequence of topics to obtain a truly comprehensive sense for the material (including anything that might otherwise not be included in main coursework)?
Thanks in advance