From Analysis to Visualization

Section I: Applied Analysis, Optimisation, and Convexity.- Burachik, R. and Li, G: Introduction .-Borwein, D., Borwein, J. M., and Sims, B: Symmetry and the Monotonicity of Certain Riemann Sums.-Rockafellar, R. T.: Risk and Utility in the Duality Framework of Convex Analysis.- Dinh, N., Goberna, M. A., and Volle, M: Characterizations of robust and stable duality for linearly perturbed uncertain optimization problems .-Millán, R. D., Lindstrom, S. B., and Roshchina, V: Comparing Averaged Relaxed Cutters and Projection Methods: Theory and Examples.- Section II: Education.- Borwein, N. S.: Introduction.- Borwein, N. S. and Osborn, J-a. H: On the Educational Legacies of Jonathan M. Borwein .- Devlin, K.: How Mathematicians Learned to Stop Worrying and Love the Computer .- Goos, M.: Crossing Boundaries: Fostering Collaboration between Mathematics Educators and Mathematicians in Initial Teacher Education Programs.- Holmes, K.: Mathematics Education in the Computational Age: Challenges and Opportunities.- Phillips, C. and Ly, F. K: Mathematics Education for Indigenous Students in Preparation for Engineering and Information Technologies.- Assis, M. and Donovan, M: Origami as a Teaching Tool for Indigenous Mathematics Education.- Jungic, D. and Jungic, V.: Dynamic Visual Models: Ancient Ideas and New .- Chan, E. Y. S. and Corless, R. M: A Random Walk Through Experimental Mathematics.- Section III: Financial Mathematics.- Bailey, D. and Zhu, Q. J: Introduction.- Altman, M.: A Holistic Approach to Empirical Analysis: The Insignificance of P, Hypothesis Testing, and Statistical Significance.- Bailey, D. H, Borwein, J. M, Salehipour, A. and Prado, M. L: Do Financial Gurus Produce Reliable Forecasts?.- Borwein, J. M and Zhu, Q. J: Entropy Maximization in Finance.- Section IV: Number Theory, Special Functions, and Pi.- Brent, R.: Introduction.- Baake, M., Coons, M, and Mañibo, N: Binary Constant-Length Substitutions and Mahler Measures of Borwein