My Professor says I have no talent - should I persist?

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SUMMARY

The discussion centers around a student's struggle with pursuing a PhD in pure mathematics despite receiving discouraging feedback from their math advisor, who claimed the student lacks talent in the field. The student has performed adequately in proof-intensive courses, achieving a B- average, but expresses a deep passion for mathematics. Forum members emphasize the importance of persistence, hard work, and self-reflection in achieving academic goals, suggesting that natural talent is not the sole determinant of success in mathematics. They recommend considering backup plans and evaluating study techniques to improve performance.

PREREQUISITES
  • Understanding of proof-intensive mathematics courses such as logic and set theory, geometry, and complex analysis.
  • Familiarity with academic pathways, including the requirements for pursuing a PhD in mathematics.
  • Knowledge of study techniques and time management strategies for rigorous academic programs.
  • Awareness of the differences between pure and applied mathematics fields.
NEXT STEPS
  • Research effective study techniques for complex mathematics courses.
  • Explore the differences between pure and applied mathematics career paths.
  • Investigate the prerequisites for graduate school applications in mathematics.
  • Learn about time management strategies for balancing multiple demanding courses.
USEFUL FOR

Students considering a career in mathematics, particularly those facing academic challenges or seeking guidance on pursuing advanced degrees. This discussion is also beneficial for academic advisors and educators looking to understand student motivations and the impact of feedback on academic persistence.

  • #61
mordechai9 said:
the average physicist
Please, there is a huge difference between applied, experimental, numerical and mathematical physics. Same as how there is a big gap between applied and pure maths, the difference between mathematical physics and the corresponding mathematical focuses is razor thin.
 

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