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Math Insight

A web site dedicated to illustrating underlying concepts of a few topics in mathematics.

http://www.mathinsight.org/

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Math Insight | mathinsight.org Reviews
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A web site dedicated to illustrating underlying concepts of a few topics in mathematics.
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Math Insight | mathinsight.org Reviews

https://mathinsight.org

A web site dedicated to illustrating underlying concepts of a few topics in mathematics.

INTERNAL PAGES

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1

Interactive Gallery of Quadric Surfaces

https://mathinsight.org/about/news/interactive_gallery_quadric_surfaces

Skip to main content (Press Enter). Interactive Gallery of Quadric Surfaces. We've added pages based off the Interactive Gallery of Quadric Surfaces. By Jon Rogness to Math Insight. The interactive gallery is a tour through the various quadric surfaces and features interactive applets that allow you to examine the cross sections of the surfaces as well as explore how the coefficients change the surfaces. You can see all these pages in the Interactive Gallery of Quadric Surfaces thread. On March 14, 2012.

2

Math Insight Index

https://mathinsight.org/index/general

Skip to navigation (Press Enter). Skip to main content (Press Enter). Links to a page corresponding to the index entry. Jump to entries: A. From double integral mi. Under a curve mi. Area and volume mi. Discontinuous partial derivatives mi. Forward Euler algorithm mi. From point to plane mi. Change integration order mi. Discrete dynamical system mi. Discrete dynamical systems mi. Pure-time differential equations mi. Autonomous differential equation mi. Pure-time differential equations mi. As a machine mi.

3

Math Insight contributor Duane Q. Nykamp

https://mathinsight.org/contributor/dqnykamp

Skip to navigation (Press Enter). Skip to main content (Press Enter). Math Insight contributor Duane Q. Nykamp. Duane Q. Nykamp. Associate Professor of Mathematics. Web site: http:/ www.math.umn.edu/ nykamp/. Duane Nykamp started Math Insight from a set of course readings. He created for a Multivariable Calculus and Vector Analysis course. At the University of Minnesota. He continues to develop and look for new material for Math Insight. Pages by Duane Q. Nykamp. Bacteria growth model exercise answers.

4

The idea of the divergence of a vector field - Math Insight

https://mathinsight.org/divergence_idea

Skip to navigation (Press Enter). Skip to main content (Press Enter). The idea of the divergence of a vector field. Both the divergence and curl. Are vector operators whose properties are revealed by viewing a vector field as the flow of a fluid or gas. Here we focus on the geometric properties of the divergence; you can read a similar discussion of the curl on another page. It appears that the fluid is exploding outward from the origin. The divergence is defined for both two-dimensional vector fields $ ...

5

The dot product - Math Insight

https://mathinsight.org/dot_product

Skip to navigation (Press Enter). Skip to main content (Press Enter). An introduction to vectors. But first, notice that the question “how much of $ vc{a}$ is pointing in the same direction as the vector $ vc{b}$” does not have anything to do with the magnitude (or length) of $ vc{b}$; it is based only on its direction. (Recall that a vector has a magnitude and a direction. The picture of the geometric interpretation of $ vc{a} cdot vc{b}$ is almost identical to the above picture for $ vc{a} cdot vc{u}$&...

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fernandoalcalde.wordpress.com fernandoalcalde.wordpress.com

Belleza | Matemáticas en imágenes

https://fernandoalcalde.wordpress.com/2014/10/30/belleza

Blog de Fernando Alcalde. En Matemáticas en imágenes. Amparadas muchas veces por el empeño de algunos matemáticos en favorecer esa imagen, en la mirada atenta y perseverante de Thurston, llena de claridad y serenidad. Tampoco la hay en este breve. Dirigido por Yann Pineill y Nicolas Lefaucheux. Disfrútenlo. How to Fall in Love With Math. The New York Times. El 15 de septiembre de 2013. Belleza by Fernando Alcalde. Is licensed under a Creative Commons Attribution-ShareAlike 4.0 Internacional License.

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線性代數的核心課綱 | 線代啟示錄

https://ccjou.wordpress.com/閱讀導引/線性代數的核心課綱

I seek not to know the answers, but to understand the questions. 的行向量 (column vector) 的一種線性組合,組合係數來自. 的列向量 (row vector) 是. 是行列乘法或稱外積 (outer product) 的和,即秩1 矩陣的和. 相關主題包括高斯消去法與基本列運算 (elementary row operation)、列梯形式與簡約列梯形式 (reduced row echelon form)、解的存在性與唯一性、逆矩陣,以及列化簡的 LU 分解表達。 主要內容包括 餘因子 (cofactor) 展開、行列式與列運算、. 內積 長度與正交、正交/標準正交 (orthonormal) 集與基底,以及正交矩陣。 包括標準內容並強調幾何解釋 至子空間的正交投影、Gram-Schmidt 正交化並以 QR 分解表達,以及最小平方法與它在直線配適 (line-fitting) 的應用。 The College Mathematical Journal. Vol 24, No. 1, 1993, pp 41-46.

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矩陣的特徵值與特徵向量 | 線代啟示錄

https://ccjou.wordpress.com/專題探究/矩陣的特徵值與特徵向量

I seek not to know the answers, but to understand the questions. 常見的正規矩陣包括 Hermitian 矩陣/實對稱矩陣,skew-Hermitian 矩陣/反對稱矩陣,正定矩陣,么正矩陣/正交矩陣。 特殊矩陣 (9) Hermitian 矩陣. 特殊矩陣 (14) Gramian 矩陣. 特殊矩陣 (4) Householder 矩陣. 每週問題 February 15, 2010. You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out. You are commenting using your Google account. ( Log Out. 每週問題 August 22, 2016. 每週問題 August 15, 2016.

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矩陣理論學習導引 | 線代啟示錄

https://ccjou.wordpress.com/閱讀導引/矩陣理論學習導引

I seek not to know the answers, but to understand the questions. 以下是 2010 年秋我在交大電機系開授 矩陣理論 所準備的參考連結,之後並陸續添增新連結。 Part I. Vector Spaces and Linear Transformations. Lecture 1 Vector Spaces. Lecture 2 Basis and Dimension. Lecture 3 Linear Transformations. Lecture 4 Rank-Nullity Theorem. Lecture 6 Matrices of Transformations. Lecture 7 Matrix Algebra. Lecture 8 Elementary Row Operations. Lecture 9 Block Matrices. 每週問題 March 23, 2009. Lecture 10 Four Fundamental Subspaces of Matrices. 每週問題 September 14, 2009.

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專題探究 | 線代啟示錄

https://ccjou.wordpress.com/專題探究

I seek not to know the answers, but to understand the questions. 卡爾維諾 (Italo Calvino) 看不見的城市. You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out. You are commenting using your Google account. ( Log Out. 每週問題 August 22, 2016. 每週問題 August 15, 2016. 每週問題 August 8, 2016. 每週問題 August 1, 2016. 每週問題 July 25, 2016. Ccjou on Givens 旋轉於 QR 分解的應用. On Givens 旋轉於 QR 分解的應用. 電影 心靈捕手 的數學問題 (一).

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Hermitian/實對稱矩陣專題 | 線代啟示錄

https://ccjou.wordpress.com/專題探究/hermitian實對稱矩陣專題

I seek not to know the answers, but to understand the questions. 特殊矩陣 (9) Hermitian 矩陣. 特殊矩陣 (4) Householder 矩陣. 特殊矩陣 (14) Gramian 矩陣. You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out. You are commenting using your Google account. ( Log Out. 每週問題 August 22, 2016. 每週問題 August 15, 2016. 每週問題 August 8, 2016. 每週問題 August 1, 2016. 每週問題 July 25, 2016. Ccjou on Givens 旋轉於 QR 分解的應用.

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強打推薦文章 | 線代啟示錄

https://ccjou.wordpress.com/閱讀導引/強打推薦文章

I seek not to know the answers, but to understand the questions. 線性方程 Ax=b 的通解與矩陣 A 的四個基本子空間整合算法. 利用分塊矩陣證明 det(AB)=(det A)(det B). AB 和 BA 有何關係. You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out. You are commenting using your Google account. ( Log Out. 每週問題 August 22, 2016. 每週問題 August 15, 2016. 每週問題 August 8, 2016. 每週問題 August 1, 2016. 每週問題 July 25, 2016. 電影 心靈捕手 的數學問題 (一).

fernandoalcalde.wordpress.com fernandoalcalde.wordpress.com

La vista del Pájaro | Matemáticas en imágenes

https://fernandoalcalde.wordpress.com/2014/07/09/la-vista-del-pajaro

Blog de Fernando Alcalde. La vista del Pájaro. En Arte y matemáticas. 8230;] unos puntiagudos, otros cuadrados, otros con facetas, […] según todas las apariencias de la perspectiva, hasta el punto de encontrar un mundo de combinaciones en los pliegues del. Un mundo que se repite en los paneles y pergaminos mediceos o en los muros del. De Santa Maria Novella. Otros le seguirán después, pero ni siquiera el gran Piero [1]. Alcanzará la sofisticación de Paolo di Dono. En el convento de Santa Maria Novella.

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學習資源 | 線代啟示錄

https://ccjou.wordpress.com/學習資源

I seek not to know the answers, but to understand the questions. 卡爾維諾 (Italo Calvino) 看不見的城市. 交通大學電機系 線性代數 和 矩陣理論 的歷年試題、作業及本站刊登的 100 個每週問題匯整. You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out. You are commenting using your Google account. ( Log Out. 每週問題 August 22, 2016. 每週問題 August 15, 2016. 每週問題 August 8, 2016. 每週問題 August 1, 2016. 每週問題 July 25, 2016. On Givens 旋轉於 QR 分解的應用.

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octubre | 2016 | Matemáticas en imágenes

https://fernandoalcalde.wordpress.com/2016/10

Blog de Fernando Alcalde. Archivos Mensuales: octubre 2016. Non ha l’ottimo artista alcun concetto, Ch’un marmo solo in sé non circonscriva Michelangelo Buonarroti, Rime Cédric Villani, medalla Fields 2010, ha visitado Santiago de Compostela hace unos días. En […]. Leer Artículo →. Eladio Dieste, la forma y la materia. Los hilos de Ariadna. El laberinto de Hereford. RSS – Matemáticas en imágenes. Jean-Marc Castera Arabesques and Entrelacs. Matemáticas en imaxes Blog persoal. And Matemáticas en Imágenes.

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Math Insight

Skip to navigation (Press Enter). Skip to main content (Press Enter). A description of ways to specify a plane. Interactive graphics illustrate the concepts. A line or a plane or a point? Examples showing how the graph of an equation depends on the underlying dimension, becoming a line or a point or a plane. Parametrization of a line. Introduction to how one can parametrize a line. Interactive graphics illustrate basic concepts. Introduction to partial derivatives. Redesigned for small screens. An intera...

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MathInSight - home

Skip to main content. Create interactive lessons using any digital content including wikis with our free sister product TES Teach. Get it on the web. National Council Teachers in Mathematics RSS Feed. Rss url= http:/ www.nctm.org/rss/rssfeeds.aspx? Welcome to Math In Sight. A wiki devoted to using visuals in math learning! This wiki will have links to internet sights, videos and overall clever ways to view mathematics succintly. The visuals must also be clever. For instance. Help on how to format text.

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Visions and Values | Bournemouth University

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