Copyable direct links

This page is a sub-page of our page Site Overview.

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Copyable direct links to some of the KMR web pages

If you copy the list of links below, and post it to yourself,
you will have a list of “clickable” links.

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Site Overview:

Site Overview

================================================== På svenska (in Swedish):

NSDL: Nya Samarbetsformer i det Digitala Lärandelandskapet:

NSDL

NSDL på YouTube:

NSDL på YouTube

Framtidens Bibliotek (Modelleringsövningar på KTHB våren 2014):

Framtidens Bibliotek

Matteplåster och Didaktiska Flaskhalsinterventioner:

Matteplåster

Bengt Ulin om Musik:

Bengt Ulin om Musik

======================== English below:

Asynchronous Public Service:

Asynchronous Public Service

CHARGE (Cultural Heritage Asynchronous Research Grid Environment):

CHARGE

MATCH (MAthematical Transformations for Cultural Heritage):

MATCH

====================

Modeling and Mapping:

Modeling and Mapping

Represent-Deduce-Interpret:

Represent –> Deduce –> Interpret

Modeling: An interview with “modeling guru” David Hestenes (August 2014):

Modeling

===================

Provocative Modeling:

Provocative Modeling

Feeding the Greed:

Feeding the Greed

Large Bureaucracies – How they really work:

Large Bureaucracies

Penetrating the Glass Ceiling – Why Women Can’t Do It:

Penetrating the Glass Ceiling

Permission to Steal – Revealing the Roots of Corporate Scandal:

Permission to Steal

The Corporation – The Pathological Pursuit of Profit and Power:

The Corporation

The Stock Market – How it really works:

The Stock Market

Gender Transformations – Modeling Differences and Similarities between Gender Types:

Gender Tranformations

================

Systems Modeling:

Systems Modeling

Global Climate Change:
https://kmr.dialectica.se/wp/research/knowledge-management/modeling/systems-modeling/global-climate-change/

Shifting the Burden:

Shifting the Burden

Shifting the Burden to Science and Technology:

Shifting the Burden to Science and Technology

Theory U:

Theory U

Militarism – Terrorism:

Militarism-Terrorism

Tragedy of the Commons:

Tragedy of the Commons

Personnel Performance Problems:

Personel Performance Problems

===============

Political Modeling:

Political Modeling

A Reorientation of Democracy – From the present “Opinionocracy” towards a future “Visionocracy”:

From Emotional Opiniocracy to Reasonable Visionocracy

Sveriges Afrikanska Krig:

Sveriges Afrikanska Krig

Swedish Migration Policy:

Swedish Migration Policy

The Small-Mart Revolution – How Local Businesses are Beating the Global Competition:

The Small-Mart Revolution

================

Learning Modeling:

Modeling Learning

The Learning Organization:

The Learning Organization

The Learn-Err Model:

The Learn-Err Model

The Wheel of Learning:

The Wheel of Learning

The Learner Cockpit:

The Learner Cockpit

=====================

Knowledge Negotiations:

Knowledge Negotiations

Disagreement Management:

Disagreement Management

Collectigence:

Collectigence

=========

Math Rehab:

The Mathematical Explainatorium

Mathematics is Representation:

Mathematics is Representation

What does it feel like to do Mathematics? :

What does it feel like to do Mathematics?

What is the difference between Mathematics and Science? :

What is the difference between Mathematics and Science?

The historical struggle to get rid of meaning:

The historical struggle to get rid of meaning

The Difficultification Industry:

The Difficultification Industry

Exploring and Explaining:

Exploring and Explaining

Mathematical Concepts:

Mathematical Concepts

MathRehab’s YouTube Channel:
https://www.youtube.com/user/MathRehab

====================

First-Class Mathematics:

First Class Mathematics

Expandable Learning Objects (“Kortslutande” Lärobjekt):

Expandable Learning Objects

Mathematical Hikes:

Mathematical Hikes

Math Makers and Math Fakers:

Math Makers and Math Fakers

Matteplåster och Didaktiska Flaskhalsinterventioner:

Matteplåster

========

Numbers:

Numbers

Representation and Reconstruction of Numbers:

Representation and Reconstruction

Numbers and their Digits in different Bases:

Numbers and their Digits in different Bases

Shift of Base for Numbers:

Shift of Base

Shift of Basis (in general):

Shift of Basis

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Music:

Music

Solfege – An Abstract Key System:

Solfege: an Abstract Key System

Instantiations of Solfege in different Keys:

Instantiations of Solfege in Different Keys

Pythagorean Intervals:

Pythagorean Intervals

The Logarithmic Piano:

The Logarithmic Piano

Abstract and Concrete Quint Circles:

Abstract and Concrete Chord Circles

Interactions of Quarts and Quints:

Interactions of Quarts and Quints

Transposition = Shift of Basis in Music:

Transposition = Shift of Base in Music

Chord Ladder:

Chord Ladder

Chord-Set Inclusion-Graph:

Chord-Set Inclusion-Graph

Generating the Circle of Quints from the Mathematical Cogwheels:

Generating the Quint Circle from the Mathematical Cogwheels

Uniformisation of Intervals: Equally Tempered Scales:

Uniformisation of Intervals

Atonal Music:

Rhythm

Bengt Ulin om Musik:

Bengt Ulin om Musik

===

Art:

Art

Arcimboldo:

Arcimboldo

Oscar Reutersvärd:

Oscar Reutersvärd

M. C. Escher:

M. C. Escher

Surrealism:

Surrealism

Conformal Face Mapping:

Conformal Face Mapping

========================

Expandable Stories:

Expandable Stories

Discourse Algebra / Stories:

Stories

Traps:

Traps

The Linear War between the planets Vectoria and Vectoria’ :

The Linear War

Einstein for Flatlanders:

Einstein for Flatlanders

Einstein for Linelanders:

Einstein for Linelanders

=================================

Expandable Learning Objects:

Expandable Learning Objects

Homotopy:

Homotopy

Interactive Learning Objects:

Interactive Learning Objects

Arithmetical Crossfire:

Arithmetical Crossfire

Experiment here:
http://kmr.nada.kth.se/~amb/math/JSmathPrimeTime.html

Arrow Board:

Arrow Board

Experiment here:
(not yet available)

Mathematical Cogwheels:

Mathematical Cogwheels

Experiment here:
http://kmr.nada.kth.se/~amb/math/JSmathCogwheels_m_n.html

Numbers and their Digits in different Bases:

Numbers and their Digits in different Bases

Experiment here:
http://kmr.nada.kth.se/~amb/math/JSmathNumbersInDifferentBases.html

Primes Factory:

Primes Factory

Experiment here:
http://kmr.nada.kth.se/%7Eamb/math/JSmathPrimeTimeFactor.html

=======

Algebra:

Algebra

Some basic algebraic concepts:

Some basic algebraic concepts

==============

Linear Algebra:

Linear Algebra

Vectors:

Vector spaces

Representation and Reconstruction of Vectors:

Representation and Reconstruction

Shift of Basis for a Vector Space:
https://kmr.dialectica.se/wp/research/math-rehab/learning-object-repository/algebra/linear-algebra/vectors/change-of-basis/

Linear Transformations:

Linear Transformations

A Linear Space Probe:

A Linear Space Probe

The Rank-Nullity Theorem of Linear Algebra:

The Rank-Nullity theorem

Shift of Basis for Linear Transformations:

Shift of Basis

Eigenvalues and Eigenvectors of a Linear Transformation from a VectorSpace to itself:

Eigenvalues and Eigenvectors

Diagonalization of Quadratic Forms (= Finding the Symmetry Axes of the corresponding Quadric Surface):

Diagonalization of Quadrics

Singular Values Decomposition:

Singular Values Decomposition

The Least Squares Method:

The Least Squares Method

The Pseudoinverse:

The Pseudoinverse

The Linear War between the planets Vectoria and Vectoria’ :

The Linear War

=================

Geometric Algebra:

Geometric Algebra

Geometric Numbers:

Geometric Numbers in the Line and the Plane

Complex Numbers:

Complex Numbers

Trigonometry:

Trigonometry

Complex Trigonometry:

Complex trigonometry

Quaternions:
https://kmr.dialectica.se/wp/research/math-rehab/learning-object-repository/algebra/geomtric-algebra/geometric-numbers/quaternions/

The Evolution of Geometric Arithmetic:

The Evolution of Geometric Arithmetic

================

Clifford Algebra:

Clifford Algebra

Combinatorial Clifford Algebra:

Combinatorial Clifford Algebra

==============

Matrix Algebra:

Matrix Algebra

Matrices and Gaussian Elimination:

Matrices and Gaussian Elimination

Solution of m equations in n unknowns:

Solution of m equations in n unknowns

================

Business Algebra:

Business Algebra

The Universal Production Process:

The Universal Production Process

Injecting Learning Loops:

Injecting Learning Loops

User Modeling:

User Modeling

Customer Modeling:

Customer Modeling

Experience Transfer:

Experience Transfer

Product Readiness:

Product Readiness

The EE( S+O+C )( M+O+P ) Model:

The EE(S+O+C)(M+O+P) Model

The Ericsson AXE-10 Delay:

The Ericsson AXE10 Delay

Corporate Training Process:

Corporate Training

Innovation Hubs:

Innovation Hubs

The TELL ME Innovation Cycle:

The TELL ME Innovation Cycle

Ethical E-Commerce:

Ethical E-Commerce

=================

Knowledge Algebra:

Knowledge Algebra

The Universal Knowledge Evolution Process:

The Universal Knowledge Evolution Process

Knowlecular Informatics:

Knowlecules

Knowledge Tentacles:

Knowledge Tentacles

Activities and Participators:

Activities and Participators

==============

Social Algebra:

Social Algebra

Socially Responsible Algebra:

Socially Responsible Algebra

========

Calculus:

Calculus

=============================

Calculus of One Real Variable:

Calculus of One Real Variable

Basic Properties of Functions:

Basic properties of functions

Differentiation and Affine Approximation in One Real Variable:

Differentiation and Affine Approximation

The Chain Rule (in One Real Variable):

The Chain Rule (in One Real Variable)

The Fundamental Theorem of Calculus (in One Real Variable):

The Fundamental Theorem of Calculus

Taylor Expansion (in One Variable):

Taylor Expansion in One Real Variable

Fourier Series (in One Variable):

Fourier Series

Integration (in One Variable):

Riemann Integration in One Real Variable

==================================

Calculus of Several Real Variables:

Calculus of Several Real Variables

Differentiation and Affine Approximation (in Several Real Variables):

Differentiation and Affine Approximation

The Chain Rule (in Several Real Variables):

The Chain Rule (in Several Real Variables)

Directional Derivatives:

Partial and Directional Derivatives

Gradients (of “flying-carpet-like surfaces” z = f(x, y), “level-surfaces” g(z, y, z) = const. , and “parametrised surfaces” ( x(u, v), y(u, v), z(u, v) ):

Gradients

Taylor Expansion (of “flying-carpet-like surfaces” z = f(x, y) of Several Real Variables):

Taylor Expansion in Several Real Variables

Integration (of “flying-carpet-like surfaces” of Several Real Variables):

Riemann Integration in Several Real Variables

Substitution of Integration Variables in Integrals (of Several Real Variables):

Substitution in integrals

Exact Differential Forms:
https://kmr.dialectica.se/wp/research/math-rehab/learning-object-repository/calculus/calculus-of-several-real-variables/exact-differential-forms/

================================

Calculus of One Complex Variable:

Calculus of One Complex Variable

Conformal Mapping:

Conformal Mapping

Inversion:

Inversion

Steiner Circles (and the Circle of Appolonius):

Steiner Circles

Möbius Transformations:

Möbius Transformations

Stereographic Projection:

Stereographic Projection

The Mercator Projection:

The Mercator projection

===============

Social Calculus:

Social Calculus

The TELL ME Innovation Cycle:

The TELL ME Innovation Cycle

===============

Category Theory:

Category Theory

A Categorical Manifesto:

A Categorical Manifesto

Categorical Informatics:

Categorical Informatics

Functor Categories:

Functor Categories

Limits and Colimits:

Limits and Colimits

Category of Bundles over a Base Space:

Category of Bundles (over a Base Space)

Naturally Related Functors and Processes:

Naturally Related Functors and Processes

Adjoint Functors:

Adjoint Functors

Institution Theory:

Institution Theory

The Human Category:

The Human Category

Algebraic Thought:

Algebraic Thought

========

Geometry:

Geometry

===============

Metric Geometry:

Metric Geometry

===============

Affine Geometry:

Affine Geometry

===================

Projective Geometry:

Projective Geometry

Projective Metrics:

Projective Metrics

The Euclidean Degeneration:

The Euclidean Degeneration

==================

Euclidean Geometry:

Euclidean Geometry

Geometric Optics:

Geometrical Optics

=====================================

Triangles (and the nine-point Circle):

Triangles, Quadrilaterals and Circles

============

Plane Curves:

Plane Curves

Conics = Conic Sections:

Conics

Cissoids:

Cissoids

Conchoids:

Conchoids

Strophoids:

Strophoids

Cycloids and Trochoids:

Cycloids and Trochoids

Evolutes and Involutes:

Evolutes and Involutes

Parallel Curves:

Parallel Curves

Inverse Curves:

Inverse Curves

Pedal Curves:

Pedal Curves

Radials:

Radials

========

Surfaces:

Surfaces

Quadric Surfaces:

Quadric Surfaces

Confocal Quadrics:

Confocal Quadrics

Canal Surfaces:

Canal Surfaces

Dupin Cyclides:

Dupin Cyclides

Developable Surfaces:

Developable Surfaces

Generalized Cylinders:

Generalized Cylinders

Focal Surfaces:

Focal Surfaces

Isometric Deformations:

Isometric Deformations

===================

Hyperbolic Geometry:

Hyperbolic Geometry

The Beltrami-Klein Model and the Poincaré Model:

The Beltrami-Klein model

=================

Elliptic Geometry:

Elliptic Geometry

=====================

Differential Geometry:

Differential Geometry

Geodesic Curves:

Geodesic Curves

The Weingarten Map:

The Weingarten Map

=====================

Mathematical Concepts:

Mathematical Concepts

Disambiguation:

Disambiguation

Disambiguating “plus”:

Disambiguating plus

Function:

Functions

Basic Properties of Functions:

Basic properties of functions

Space:

Space

Time:

Time

The Expansion of Time into a Laurent Series of Moments:

Laurent Expansion of Time

Entropy:

Entropy

Shannon Entropy:

Shannon Entropy

Historic Entropy (= Bayesian Entropy):

Historic Entropy

BioEntropy:

BioEntropy

============================

The Economic Partial Process:

The Economic Partial Process

Promethean Technologies:

Promethean Technologies

========================

KMR projects 2000 – 2016:

==========================

International KMR projects:

WGLN (Wallenberg Global Learning Network):

Wallenberg Global Learning Network

=====================

European KMR Projects:

European Projects

TELL ME (Technology Enhanced Learning Livinglabs for Manufacturing Environments):

TELL ME

TEL-Map (Future-gazing for Technology Enhanced Learning):

TEL-Map

ROLE (Responsive Open Learning Environments):

ROLE

H-net (Hematology network for Europe):

H-Net

Organic Edunet (Multilingual Semantic Network for Learning Organic Farming in Europe):

Organic.Edunet

LUISA ( Learning Content Management System Using Innovative Semantic Web Services Architecture ):

LUISA

PROLEARN ( EU/IST/FP6 Network of Excellence for PROfessional LEARNing ):

PROLEARN

==================

Potential Projects:

Potential Projects

Norm-Critical Innovation:

Norm-Critical Innovation

Artificial Ethics:

Artificial Ethics

Matteplåster:

Matteplåster

===================================

Conzilla – The KMR Concept Browser:
http://www.conzilla.org/wiki/Overview/Main

Collaborilla:
http://www.conzilla.org/wiki/Collaborilla/Main

Confolio – The KMR Electronic Porfolio:
http://www.confolio.org/wiki/Introduction/Main

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