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11. Bookshelf

12. Reflections

13. Some Problems in the History of Modern Mathematics

14. Bookshelf

18. Riemann’s Shockwave Paper

19. Applied Wave Equations

20. Monge and Solutions to Partial Differential Equations

21. The Calculus of Variations

22. The Early Theory of Partial Differential Equations

23. Lagrange’s General Theory of Partial Differential Equations

24. Rational Mechanics

25. Translations

26. The Vibrating String and the Partial Differential Calculus

27. Variational Problems and the Calculus

28. Poincaré and Mathematical Physics

29. Elliptic Equations and Regular Variational Problems

31. Partial Differential Equations and Mechanics

32. Geometrical Interpretations of Mechanics

33. The Example of Minimal Surfaces

34. The First Ordinary Differential Equations

35. Attempts on Laplace’s Equation

36. Schwarz and the Complex Hypergeometric Equation

37. Green’s Functions and Dirichlet’s Principle

38. More General Partial Differential Equations

39. Riemann and the Hypergeometric Equation

40. Complex Ordinary Differential Equations: Poincaré

41. Gauss and the Hypergeometric Equation

42. Existence Theorems

43. Riemann and Complex Function Theory

44. The Heat Equation

48. Griffons prepare for grad-school

49. MWSU hosts All Majors Career & Internship Fair

50. All Majors Career Fair set for late February

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