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Articles 23071 - 23100 of 27235
Full-Text Articles in Entire DC Network
A Mathematics Manifesto: Think Differently! Think Quantitatively!Quantitative Awareness As A Fresh Thinking Cap, Miriam Lipschutz-Yevick
A Mathematics Manifesto: Think Differently! Think Quantitatively!Quantitative Awareness As A Fresh Thinking Cap, Miriam Lipschutz-Yevick
Humanistic Mathematics Network Journal
No abstract provided.
Math Is Really Great, Eric Rasyidi
Math Is Really Great, Eric Rasyidi
Humanistic Mathematics Network Journal
No abstract provided.
Using Writing To Connect With Our Mathematics Students, Ann Sitomer
Using Writing To Connect With Our Mathematics Students, Ann Sitomer
Humanistic Mathematics Network Journal
No abstract provided.
A Collection Of Ideas On Systems And Their Extensions, Paul Fjelstad
A Collection Of Ideas On Systems And Their Extensions, Paul Fjelstad
Humanistic Mathematics Network Journal
No abstract provided.
Book Review: Strength In Numbers By Sherman Stein, Alvin White
Book Review: Strength In Numbers By Sherman Stein, Alvin White
Humanistic Mathematics Network Journal
No abstract provided.
One Plus One, Mae Talle
Book Review: What Is Mathematics, Really? By Reuben Hersh, Harald M. Ness
Book Review: What Is Mathematics, Really? By Reuben Hersh, Harald M. Ness
Humanistic Mathematics Network Journal
No abstract provided.
Between Childhood And Mathematics: Word Problems In Mathematical Education, André Toom
Between Childhood And Mathematics: Word Problems In Mathematical Education, André Toom
Humanistic Mathematics Network Journal
No abstract provided.
Adding Is As Easy As One, Two, Three, Marshall Sachs
Adding Is As Easy As One, Two, Three, Marshall Sachs
Humanistic Mathematics Network Journal
No abstract provided.
Why The Player Never Wins In The Long Run At La Blackjack, Arthur T. Benjamin, Michael Lauzon '00, Christopher Moore '00
Why The Player Never Wins In The Long Run At La Blackjack, Arthur T. Benjamin, Michael Lauzon '00, Christopher Moore '00
All HMC Faculty Publications and Research
No abstract provided in this article.
Gian-Carlo Rota: In Memoriam, Richard Stanley
Gian-Carlo Rota: In Memoriam, Richard Stanley
Humanistic Mathematics Network Journal
No abstract provided.
Multiplication, Molly Hager
Multiplication, Molly Hager
Humanistic Mathematics Network Journal
No abstract provided.
Algebra, Algebra, You Were So Tough, Ryan Best
Algebra, Algebra, You Were So Tough, Ryan Best
Humanistic Mathematics Network Journal
No abstract provided.
Math Applies To Everyday Life, Geoffrey Smith
Math Applies To Everyday Life, Geoffrey Smith
Humanistic Mathematics Network Journal
No abstract provided.
Equations, Benjamin Davidson
Equations, Benjamin Davidson
Humanistic Mathematics Network Journal
No abstract provided.
Research Papers In A Math Methods Course: A Window Into The Life Of Ramanujan, John Grant Mcloughlin
Research Papers In A Math Methods Course: A Window Into The Life Of Ramanujan, John Grant Mcloughlin
Humanistic Mathematics Network Journal
No abstract provided.
Is Our Practice Of Humanistic Mathematics Actually Humane?, Jack Lochhead
Is Our Practice Of Humanistic Mathematics Actually Humane?, Jack Lochhead
Humanistic Mathematics Network Journal
No abstract provided.
Circle, Anna Palco
Art And Geometry: Proportion And Similarity, Catherine A. Gorini
Art And Geometry: Proportion And Similarity, Catherine A. Gorini
Humanistic Mathematics Network Journal
No abstract provided.
Analogic Thinking In Science And Math, Martha D. Patton
Analogic Thinking In Science And Math, Martha D. Patton
Humanistic Mathematics Network Journal
No abstract provided.
An Informal History Of Classical Rhetoric For Mathematicians (Plato And Aristotle), Phillip Keith, Sandra Z. Keith
An Informal History Of Classical Rhetoric For Mathematicians (Plato And Aristotle), Phillip Keith, Sandra Z. Keith
Humanistic Mathematics Network Journal
No abstract provided.
Resolutions Of Subsets Of Finite Sets Of Points In Projective Space, Steven P. Diaz, Anthony V. Geramita, Juan C. Migliore
Resolutions Of Subsets Of Finite Sets Of Points In Projective Space, Steven P. Diaz, Anthony V. Geramita, Juan C. Migliore
Mathematics - All Scholarship
Given a finite set, X, of points in projective space for which the Hilbert function is known, a standard result says that there exists a subset of this finite set whose Hilbert function is "as big as possible'' inside X. Given a finite set of points in projective space for which the minimal free resolution of its homogeneous ideal is known, what can be said about possible resolutions of ideals of subsets of this finite set? We first give a maximal rank type description of the most generic possible resolution of a subset. Then we show that this generic resolution …
Zero-Parity Stabbing Information, Joseph O'Rourke, Irena Pashchenko
Zero-Parity Stabbing Information, Joseph O'Rourke, Irena Pashchenko
Computer Science: Faculty Publications
Everett et al. [EHN96, EHN97] introduced several varieties of stabbing information for the lines determined by pairs of vertices of a simple polygon P, and established their relationships to vertex visibility and other combinatorial data. In the same spirit, we define the “zero-parity (ZP) stabbing information” to be a natural weakening of their “weak stabbing information,” retaining only the distinction among {zero, odd, even > 0} in the number of polygon edges stabbed. Whereas the weak stabbing information’s relation to visibility remains an open problem, we completely settle the analogous questions for zero parity information, with three results: (1) ZP information …
The Stable Manifold Theorem For Stochastic Systems With Memory (Probability Seminar, Université Henri Poincaré Nancy 1), Salah-Eldin A. Mohammed
The Stable Manifold Theorem For Stochastic Systems With Memory (Probability Seminar, Université Henri Poincaré Nancy 1), Salah-Eldin A. Mohammed
Miscellaneous (presentations, translations, interviews, etc)
We state and prove a Local Stable Manifold Theorem for nonlinear stochastic differential systems with finite memory (viz. stochastic functional differential equations (sfde's)). We introduce the notion of hyperbolicity for stationary solutions of sfde's. We then establish the existence of smooth stable and unstable manifolds in a neighborhood of a hyperbolic stationary solution. The stable and unstable manifolds are stationary and asymptotically invariant under the stochastic semiflow. The proof uses infinite-dimensional multiplicative ergodic theory techniques and interpolation arguments.
On-Off Intermittency In Stochastically Driven Electrohydrodynamic Convection In Nematics, Thomas John, Ralf Stannarius, Ulrich Behn
On-Off Intermittency In Stochastically Driven Electrohydrodynamic Convection In Nematics, Thomas John, Ralf Stannarius, Ulrich Behn
Mathematics - All Scholarship
We report on-off intermittency in electroconvection of nematic liquid crystals driven by a dichotomous stochastic electric voltage. With increasing voltage amplitude we observe laminar phases of undistorted director state interrupted by shorter bursts of spatially regular stripes. Near a critical value of the amplitude the distribution of the duration of laminar phases is governed over several decades by a power law with exponent -3/2. The experimental findings agree with simulations of the linearized electrohydrodynamic equations near the sample stability threshold.
Tilings Which Split A Mirror, Jim Belk
Tilings Which Split A Mirror, Jim Belk
Mathematical Sciences Technical Reports (MSTR)
We consider the mirror of a reflection which consists of its subset of fixed points. We investigate a number of conditions on the tiling that guarantee that the surface splits at a mirror.
The Weierstrass–Enneper System For Constant Mean Curvature Surfaces And The Completely Integrable Sigma Model, Paul Bracken, A. M. Grundland, L. Martina
The Weierstrass–Enneper System For Constant Mean Curvature Surfaces And The Completely Integrable Sigma Model, Paul Bracken, A. M. Grundland, L. Martina
School of Mathematical & Statistical Sciences Faculty Publications
The integrability of a system which describes constant mean curvature surfaces by means of the adapted Weierstrass–Enneper inducing formula is studied. This is carried out by using a specific transformation which reduces the initial system to the completely integrable two-dimensional Euclidean nonlinear sigma model. Through the use of the apparatus of differential forms and Cartan theory of systems in involution, it is demonstrated that the general analytic solutions of both systems possess the same degree of freedom. Furthermore, a new linear spectral problem equivalent to the initial Weierstrass–Enneper system is derived via the method of differential constraints. A new procedure …
Flame Dynamics In Steady Strained Flows, Zili Huang
Flame Dynamics In Steady Strained Flows, Zili Huang
Dissertations
In this dissertation, the response of a premixed flame to time-dependent strained flow fields is investigated. Because of the potential application to turbulent combustion modeling, the main focus is on the particular case of a flame in stagnation point flow with an imposed oscillatory strain rate. The flame is modeled as a hydrodynamic discontinuity separating burned from unburned gasses. To complete the formulation of the problem, conditions relating the fluid variables across the flame front are needed, as is a flame speed equation that determines the evolution of the discontinuity. These conditions are derived through asymptotic analysis of the flame …
Tracking The Trochoid On Safari, Andrew Simoson
Tracking The Trochoid On Safari, Andrew Simoson
ACMS Conference Proceedings 1999
While on sabbatical in Dar es Salaam in 1997–98, I was tasked to be the department’s seminar director and discovered that a dearth of speakers roam about in east Africa; so I opted to set up a lecture tour for myself to include Zambia, Zimbabwe, and Botswana as well as Tanzania—and spoke about the envelope of curves generated by a series of line segments obtained when two runners attached by an ideal bungee cord (the line segments) proceed about a circular track. Herein we describe life in east Africa and show that those envelopes are trochoids.
Revolutions In Mathematics (Book Review), Kevin Vander Meulen
Revolutions In Mathematics (Book Review), Kevin Vander Meulen
ACMS Conference Proceedings 1999
A review of Revolutions in Mathematics, edited by Donald Gillies, Clarendon Press, Oxford 1992.