与 «SPHERICAL GEOMETRY»相关的英语书籍
在以下的参考文献中发现
spherical geometry的用法。与
spherical geometry相关的书籍以及同一来源的简短摘要提供其在 英语文献中的使用情境。
1
Textbook on
Spherical Astronomy
This new revision of a standard work gives a general but comprehensive introduction to positional astronomy. Useful for researchers as well as undergraduates.
William Marshall Smart, R. M. Green, 1977
2
Geometry and Its Applications
Axioms in Spherical Geometry That Are Translated Versions of Axioms in
Euclidean Geometry At the beginning of this section, we mentioned that the SAS
congruence axiom of Euclidean geometry has a translated version in spherical ...
3
Modern
Geometry with Applications
Much emphasis is placed on applications throughout the book, which motivate the topics, and many additional applications are given in the exercises.
4
Geometry - Including Plane, Solid, and
Spherical Geometry, ...
We are republishing these classic works in affordable, high quality, modern editions, using the original text and artwork.
5
Making
Geometry Come Alive: Student Activities and Teacher Notes
Spherical geometry is an example of Riemannian geometry, the geometry used
by Einstein in his theory of relativity. A sphere is an easy model to work with and
of course represents the world we live on. Students will be surprised to find the ...
Alfred S. Posamentier, 2000
1.2 Spherical geometry - great circle arcs A sphere is defined as the surface
whose points are all equidistant from a fixed point, the centre. The sphere is a two
-dimensional surface which is finite but unbounded. Spherical geometry,
meaning ...
Robin Michael Green, 1985
Indeed, there are closer analogies between spherical geometry and hyperbolic
geometry than there are between either geometry and Euclidean geometry. Many
aspects of spherical geometry may be studied more easily if we first map the ...
David A. Brannan, Matthew F. Esplen, Jeremy J. Gray, 2011
8
Elements of
Geometry and Plane and
Spherical Trigonometry: ...
SPHERICAL GEOMETRY AH D TRIGONOMETRY. SECTION I. SPHERICAL
GEOMETRY. DEFINITIONS. 1. Spherical Geometry has for its object the
investigation of the properties, and of the relations to each other, of the portions of
the surface ...
Horatio Nelson Robinson, 1867
9
Introduction to Geometric Computing
Assigning coordinates to spherical objects also makes the assignment of
homogeneous coordinates to projective objects more intuitive. But spherical
geometry is also interesting in its own right as many geometric systems are
implemented on ...
10
Computing in Euclidean
Geometry
We shall conclude this short survey article by mentioniong some examples of
immediate applications in the realm of euclidean or spherical geometry. (4.1)
Spherical trigonometry and spherical geometry. The (n — 1 )-dimensional sphere
, ...
Dingzhu Du, Frank Hwang, 1992
包含词语«SPHERICAL GEOMETRY»的新条目
找出国内和国际出版社所讨论的内容，以及词语
spherical geometry在以下新条目的上下文中是如何使用的。
Spherical Flying Drone Inspired By The Movies
The main drive of the spherical drone consists of a shrouded propeller ... ducts were shaped such that they conforms to the spherical geometry of a sphere.”. «Geeky Gadgets, 六月 15»
Moon's hidden valley system revealed
"What we're seeing is a clever trick of spherical geometry. For structures on this scale, a polygon with 120-degree angles at the corners actually has four sides ... «BBC News, 十月 14»
How Not to Be Wrong (Book Review)
Euclidean geometry is very useful, but there are centuries of sailors and astronomers who will tell you that spherical geometry has some truths of its own. «Scientific American, 五月 14»
Optofluidic microlasers based on liquid droplet resonators for …
Thanks to their spherical geometry and smooth surface, droplet-based cavities host high-quality optical resonances called whispering gallery modes (WGMs). «SPIE Newsroom, 一月 14»
That's a Stretch
... and anyone that's tried to go from standard planar Euclidean geometry to spherical geometry can attest to the fact that adding a dimension complicates things. «EE Journal, 一月 14»
Spherical geometry: Going around in great circles to get to the point
The shortest distance between two points is a straight line. This is one of the basic principles of Euclidean geometry. But we live on a spherical Earth, so we ... «Irish Times, 十月 13»
Islam's Influence on Geometry
Ibn Qurra also expanded on the Pythagorean theorem, extending it to all triangles. Other Muslim mathematicians applied research in spherical geometry to the ... «Opposing Views, 四月 13»
Think Globally
In an era of globalization, Google Earth and transcontinental air travel, all of us should try to learn a little about spherical geometry and its modern generalization, ... «New York Times, 三月 10»
A simpler route to invisibility
The plane represents the region away from the cloak containing the light source and the observer, while the spherical geometry contains the region to be ... «physicsworld.com, 十一月 08»
