40 Results

You searched for:

Page 1 of 2
per page
 
  Title Creator Date  
1 Proof of the Alder-Andrews Conjecture. Lemke Oliver, Robert J.
Alfes, Claudia.
Jameson, Marie.
2011  
2 Analyzing solution methods for combinatorics problems: differences across problems and across teachers Caddle, Mary C.
2010  
3 MATHEMATICAL THINKING: A SEMIOTIC COORDINATION OF IDEAL-MATERIAL COMPONENTS. Hotomski, Mirjana.
2018  
4 Evaluating mathematics teachers' professional development motivations and needs. Caddle, Mary C.
Bautista, Alfredo.
Brizuela, Bárbara M.
Sharpe, Sheree T.
2016  
5 Hyperbolic Geometry on a Hyperboloid. Reynolds, William F.
1993  
6 Thompson's Characterization of Characters and Sets of Primes. Reynolds, William F.
1993  
7 Noncommutators and the number of projective characters of a finite group. Reynolds, William F.
1987  
8 Principal indecomposable characters and normal subgroups. Reynolds, William F.
1986  
9 Blocks and F-class algebras of finite groups. Reynolds, William F.
1971  
10 Raoul Bott Papers Digital Collections and Archives
1949  
11 Mathematics teachers' ideas about mathematical models: a diverse landscape. Tobin, Roger G.
Bautista, Alfredo.
Brizuela, Bárbara M.
Wilkerson-Jerde, Michelle H.
2014  
12 The Schur multiplier, fields, roots of unity, and a natural splitting. Reynolds, William F.
1990  
13 Review of Projective Representations of Finite Groups by Gregory Karpilovsky. Reynolds, William F.
1988  
14 The young mathematician's guide : being a plain and easy introduction to the mathematicks. In five parts. Viz. I. Arithmetick, Vulgar and Decimal, with all the useful Rules ; And a General Method of Extracting the Roots of all Single Powers. II. Algebra, or Arithmetick in Species ; wherein the Method of Raising and Resolving Equations is rendered Easy ; and illustrated with Variety of Examples, and Numerical Questions. Also the whole Business of Interest and Annuities, &c. performed by the Pen. III. The Elements of Geometry, contracted, and Analytically demonstrated ; with a new and easy Method of finding the Circle's Periphery and Area to any assigned Exactness, by one Equation only: Also a new way of making Sines and Tangents. IV. Conick Sections, wherein the chief Properties, &c. of the Ellipsis, Parabola, and Hyperbola, are clearly demonstrated. V. The Arithmetick of Infinites explained, and rendered Easy ; with it's Application to superficial and solid Geometry. With an appendix of practical gauging / by John Ward. Ward, John, active 1698-1709.
1758  
15 Students' and teachers' understandings of mathematical functions Burnett-Bradshaw, Camille S.
2011  
16 The relationships between teacher and student understanding: The conceptual field of combinatorics Caddle, Mary C.
2009  
17 Smart Blocks: A tangible mathematical manipulative. Girouard, Audrey.
Solovey, Erin Treacy.
Hirshfield, Leanne M.
Ecott, Stacey.
Shaer, Orit.
Jacob, Robert J. K.
2007  
18 Notes to Philosophy 167: Class 12 -- Newton's Early Unpublished Work in Mechanics -- Part 3. Smith, George E. (George Edwin), 1938-
2014  
19 Notes to Philosophy 167: Class 12 -- Newton's Early Unpublished Work in Mechanics -- Part 4. Smith, George E. (George Edwin), 1938-
2014  
20 Notes to Philosophy 167: Class 2 -- 16th Century Astronomy: Copernicus and Tycho Brahe -- Part 10. Smith, George E. (George Edwin), 1938-
2014  
21 Philosophy 167: Class 12 - Part 3 - The Early Mathematics: Newton's Work While at Trinity College. Smith, George E. (George Edwin), 1938-
2014
  • Philosophy 167: Class 12 - Part 3 - The Early Mathematics: Newton's Work While at Trinity College.
22 Philosophy 167: Class 12 - Part 4 - Newton's Development of the Calculus: Infinite Equations, A Treatise of the Method of Fluxions, and Curvature. Smith, George E. (George Edwin), 1938-
2014
  • Philosophy 167: Class 12 - Part 4 - Newton's Development of the Calculus: Infinite Equations, A Treatise of the Method of Fluxions, and Curvature.
23 Philosophy 167: Class 2 - Part 10 - Eliminating the Equant: the Method of Triangulations, and the Presupposition of Ptolemaic Theory. Smith, George E. (George Edwin), 1938-
2014
  • Philosophy 167: Class 2 - Part 10 - Eliminating the Equant: the Method of Triangulations, and the Presupposition of Ptolemaic Theory.
24 Philosophy 167: Class 4 - Part 12 - Calculational Complications: Kepler's Equation. Smith, George E. (George Edwin), 1938-
2014
  • Philosophy 167: Class 4 - Part 12 - Calculational Complications: Kepler's Equation.
25 Philosophy 167: Class 4 - Part 8 - The Epitome of Copernican Astronomy: the Physics of Diametral Distance, Area Rule, and Ellipse. Smith, George E. (George Edwin), 1938-
2014
  • Philosophy 167: Class 4 - Part 8 - The Epitome of Copernican Astronomy: the Physics of Diametral Distance, Area Rule, and Ellipse.