geometer

Geometer Egon Schulte of Northeastern University in Boston agrees.

The students made digital drawings of variously shaped holes with Geometer's Sketchpad to better understand contours.

Kusner is a geometer, an expert in the analysis of variational problems in low-dimensional geometry and topology, which concerns properties preserved under continuous deformation such as stretching and bending.

On his web site, Mochizuki describes himself not as a mathematician but as a "inter-universal geometer" and - as long as his theory stands up to the scrutiny - there are hopes that his findings will settle a number of knotty problems in number theory and other branches of maths.

Coe said she hopes to expand Key's most popular software product, The Geometer's Sketchpad, a math program for grades 3 through 12, and to develop other software titles for math and science education.

Sketch [in The Geometer's Sketchpad (GSP)] the square with the cut lines that will form a regular octagon [Figure 2].

Janet was not only an accomplished mathematician and geometer, but was exceptional among intellectual women of the early 19th century; a successful woman in a man''s world, she also wrote several important works on nautical astronomy and designed a few novel variants of the sextant.

Major candidates for this project were Cabri, Geometer's Sketchpad, GeoGebra, Geometry Expressions, Cinderella and some shareware geometry programs like CaR or CaRMetal.

Users of Geometer's Sketchpad already know this software helps students in elementary, middle, and high school gain a visual understanding of math concepts.

He begins the book with the horrific experience of an ill-fated geometer in the 1740 expedition of the Cassini map project.

This study aimed to compare mathematics learning achievement entitled Parabola, attitude towards mathematics, and analytical thinking abilities of Mathayomsuksa 3 (grade 9) students between organization of activities using the Geometer's Sketchpad Program as media and organization of activities using conventional method.

There, Aristotle writes that perceptible lines are not those of which the geometer speaks (for nothing perceptible is straight or round in this way--the circle does not touch a straight-edge at a point, but as Protagoras said it did in refuting the geometers.) (Meta.

Cornices, wainscoting, door frames, decorations, and other traditional, psychologically comforting cues were useful for guiding living, breathing human beings through what might otherwise be a geometer's bland maze.

Heath then presents the ancient geometer's sole surviving work, On the Sizes and Distances of the Sun and Moon, in both the original Greek and his own English translation (on facing pages), with scholarly notes.