Tags

• exchange-of-terms 1
• method-addition 2
• method-multiplication 2
• method-long-division 1
• gelfand 31
• oakley 1
• tricks 19
• commutative-law 4
• associative-law 1
• distributive-law 2
• stewart-algebra-review 2
• algebraic-problem-solving 1
• proof 1
• fractions 2
• division 5
• powers 4
• definition 1
• square-of-a-sum 5
• square-of-a-difference 1
• difference-of-squares 9
• short-multiplcation-formulas 1
• pascals-triangle 1
• monomials 2
• polynomials 8
• collecting-similar-terms 1
• standard-form 2
• proving-equality 1
• proving-inequality 1
• factoring 6
• roots 10
• proofs 2
• binary 1
• turing 1
• petzold 2
• rational-expressions 1
• degrees 3
• geometric-progression 1
• bezout 1
• remainder-theorem 1
• interpolation 1
• durham 1
• arithmetic-progressions 3
• odd 3
• even 3
• geometric-progressions 3
• positive 4
• negative 4
• Bach 1
• music 1
• Zeno 1
• paradox 1
• radicals 1
• quadratic-equations 3
• equations 1
• identities 1
• rational-numbers 1
• irrational-numbers 1
• undefined 1
• absolute-value 1
• notation 1
• experience-of-development 7
• friston 2
• mental-models 7
• conjecture 1
• brooks 1
• sky-castles 2
• personal-experience 4
• orgs 2
• organisations 3
• org-design 2
• drucker 1
• waste 1
• capabilities 1
• business-capabilities 1
• uber 1
• services 1
• siliconvalley 1
• netflix 1
• physics 1

exchange-of-terms

• Gelfand: Chunk 1 - Fundamentals

method-addition

• Gelfand: Aside 2 - Binary? Who Cares?
• Gelfand: Chunk 1 - Fundamentals

method-multiplication

• Gelfand: Aside 2 - Binary? Who Cares?
• Gelfand: Chunk 1 - Fundamentals

method-long-division

• Gelfand: Chunk 1 - Fundamentals

gelfand

• Gelfand: Chunk 27 - Proving Some Rules for Roots
• Gelfand: Chunk 26 - Some Square Roots are Irrational
• Gelfand: Chunk 25 - Ramifications of Reduced Quadratics
• Gelfand: Chunk 24 - Equations, Schmequations
• Gelfand: Aside 3 - Roots, Roots and More Roots
• Gelfand: Rest 1 - The Well-Tempered Clavier, Tortoises, Hares and Greeks
• Gelfand: Chunk 23 - Embedding Progressions
• Gelfand: Chunk 22 - Geometric Progression Sums
• Gelfand: Chunk 21 - Geometric Progressions
• Gelfand: Chunk 20 - Arithmetic Progressions Progress
• Gelfand: Chunk 19 - Arithmetic Progressions, Part 1
• Gelfand: Chunk 18 - Polynomial Interpolation - Subtleties
• Gelfand: Chunk 17 - Polynomial (and Linear) Interpolation
• Gelfand: Chunk 16 - Polynomial Division - Remainders, Bezout and Roots
• Gelfand: Chunk 15 - Polynomial Division Addendum
• Gelfand: Chunk 14 - Polynomial Division
• Gelfand: Chunk 13 - Rational Expressions Quickie
• Gelfand: Aside 2 - Binary? Who Cares?
• Gelfand: Aside 1 - Proofs!?!?!
• Gelfand: Chunk 12 - The Hard Ones
• Gelfand: Chunk 11 - Factoring to Zero
• Gelfand: Digression 1 - So When am I Done Refactoring?
• Gelfand: Chunk 10 - Factoring 101
• Gelfand: Chunk 8 - 'Nomials.
• Gelfand: Chunk 7 - Pascal's Triangle.
• Gelfand: Chunk 6 - Squares, Sums, Differences etc.
• Gelfand: Chunk 5 - Powers: Positive and Negative
• Gelfand: Chunk 4 - Fractions (Urgh)
• Gelfand: Chunk 3 - Converting Problems to Algebraic Expressions
• Gelfand: Chunk 2 - Commutative, Associative and Distributive Laws
• Gelfand: Chunk 1 - Fundamentals

oakley

• Gelfand: Chunk 1 - Fundamentals

tricks

• Gelfand: Chunk 23 - Embedding Progressions
• Gelfand: Chunk 21 - Geometric Progressions
• Gelfand: Chunk 20 - Arithmetic Progressions Progress
• Gelfand: Chunk 19 - Arithmetic Progressions, Part 1
• Gelfand: Chunk 18 - Polynomial Interpolation - Subtleties
• Gelfand: Chunk 17 - Polynomial (and Linear) Interpolation
• Gelfand: Chunk 16 - Polynomial Division - Remainders, Bezout and Roots
• Gelfand: Chunk 14 - Polynomial Division
• Gelfand: Aside 1 - Proofs!?!?!
• Gelfand: Chunk 12 - The Hard Ones
• Gelfand: Chunk 11 - Factoring to Zero
• Gelfand: Chunk 10 - Factoring 101
• Gelfand: Chunk 8 - 'Nomials.
• Gelfand: Chunk 6 - Squares, Sums, Differences etc.
• Gelfand: Chunk 5 - Powers: Positive and Negative
• Gelfand: Chunk 4 - Fractions (Urgh)
• Gelfand: Chunk 3 - Converting Problems to Algebraic Expressions
• Gelfand: Chunk 2 - Commutative, Associative and Distributive Laws
• Gelfand: Chunk 1 - Fundamentals

commutative-law

• Gelfand: Chunk 27 - Proving Some Rules for Roots
• Gelfand: Chunk 13 - Rational Expressions Quickie
• Gelfand: Chunk 8 - 'Nomials.
• Gelfand: Chunk 2 - Commutative, Associative and Distributive Laws

associative-law

• Gelfand: Chunk 2 - Commutative, Associative and Distributive Laws

distributive-law

• Gelfand: Chunk 4 - Fractions (Urgh)
• Gelfand: Chunk 2 - Commutative, Associative and Distributive Laws

stewart-algebra-review

• Gelfand: Chunk 4 - Fractions (Urgh)
• Gelfand: Chunk 2 - Commutative, Associative and Distributive Laws

algebraic-problem-solving

• Gelfand: Chunk 3 - Converting Problems to Algebraic Expressions

proof

• Gelfand: Chunk 3 - Converting Problems to Algebraic Expressions

fractions

• Gelfand: Chunk 13 - Rational Expressions Quickie
• Gelfand: Chunk 4 - Fractions (Urgh)

division

• Gelfand: Chunk 16 - Polynomial Division - Remainders, Bezout and Roots
• Gelfand: Chunk 15 - Polynomial Division Addendum
• Gelfand: Chunk 14 - Polynomial Division
• Gelfand: Chunk 13 - Rational Expressions Quickie
• Gelfand: Chunk 4 - Fractions (Urgh)

powers

• Gelfand: Chunk 12 - The Hard Ones
• Gelfand: Chunk 11 - Factoring to Zero
• Gelfand: Chunk 7 - Pascal's Triangle.
• Gelfand: Chunk 5 - Powers: Positive and Negative

definition

• Gelfand: Chunk 5 - Powers: Positive and Negative

square-of-a-sum

• Gelfand: Chunk 24 - Equations, Schmequations
• Gelfand: Chunk 11 - Factoring to Zero
• Gelfand: Chunk 10 - Factoring 101
• Gelfand: Chunk 7 - Pascal's Triangle.
• Gelfand: Chunk 6 - Squares, Sums, Differences etc.

square-of-a-difference

• Gelfand: Chunk 6 - Squares, Sums, Differences etc.

difference-of-squares

• Gelfand: Chunk 27 - Proving Some Rules for Roots
• Gelfand: Chunk 25 - Ramifications of Reduced Quadratics
• Gelfand: Chunk 24 - Equations, Schmequations
• Gelfand: Chunk 12 - The Hard Ones
• Gelfand: Chunk 11 - Factoring to Zero
• Gelfand: Chunk 10 - Factoring 101
• Gelfand: Chunk 8 - 'Nomials.
• Gelfand: Chunk 7 - Pascal's Triangle.
• Gelfand: Chunk 6 - Squares, Sums, Differences etc.

short-multiplcation-formulas

• Gelfand: Chunk 6 - Squares, Sums, Differences etc.

pascals-triangle

• Gelfand: Chunk 7 - Pascal's Triangle.

monomials

• Gelfand: Chunk 14 - Polynomial Division
• Gelfand: Chunk 8 - 'Nomials.

polynomials

• Gelfand: Aside 3 - Roots, Roots and More Roots
• Gelfand: Chunk 18 - Polynomial Interpolation - Subtleties
• Gelfand: Chunk 17 - Polynomial (and Linear) Interpolation
• Gelfand: Chunk 16 - Polynomial Division - Remainders, Bezout and Roots
• Gelfand: Chunk 15 - Polynomial Division Addendum
• Gelfand: Chunk 14 - Polynomial Division
• Gelfand: Chunk 13 - Rational Expressions Quickie
• Gelfand: Chunk 8 - 'Nomials.

collecting-similar-terms

• Gelfand: Chunk 8 - 'Nomials.

standard-form

• Gelfand: Chunk 14 - Polynomial Division
• Gelfand: Chunk 8 - 'Nomials.

proving-equality

• Gelfand: Chunk 8 - 'Nomials.

proving-inequality

• Gelfand: Chunk 8 - 'Nomials.

factoring

• Gelfand: Chunk 16 - Polynomial Division - Remainders, Bezout and Roots
• Gelfand: Aside 1 - Proofs!?!?!
• Gelfand: Chunk 12 - The Hard Ones
• Gelfand: Chunk 11 - Factoring to Zero
• Gelfand: Digression 1 - So When am I Done Refactoring?
• Gelfand: Chunk 10 - Factoring 101

roots

• Gelfand: Chunk 27 - Proving Some Rules for Roots
• Gelfand: Chunk 26 - Some Square Roots are Irrational
• Gelfand: Chunk 25 - Ramifications of Reduced Quadratics
• Gelfand: Chunk 24 - Equations, Schmequations
• Gelfand: Aside 3 - Roots, Roots and More Roots
• Gelfand: Chunk 21 - Geometric Progressions
• Gelfand: Chunk 18 - Polynomial Interpolation - Subtleties
• Gelfand: Chunk 17 - Polynomial (and Linear) Interpolation
• Gelfand: Chunk 16 - Polynomial Division - Remainders, Bezout and Roots
• Gelfand: Chunk 11 - Factoring to Zero

proofs

• Gelfand: Chunk 27 - Proving Some Rules for Roots
• Gelfand: Aside 1 - Proofs!?!?!

binary

• Gelfand: Aside 2 - Binary? Who Cares?

turing

• Gelfand: Aside 2 - Binary? Who Cares?

petzold

• Gelfand: Chunk 14 - Polynomial Division
• Gelfand: Aside 2 - Binary? Who Cares?

rational-expressions

• Gelfand: Chunk 13 - Rational Expressions Quickie

degrees

• Gelfand: Chunk 18 - Polynomial Interpolation - Subtleties
• Gelfand: Chunk 17 - Polynomial (and Linear) Interpolation
• Gelfand: Chunk 14 - Polynomial Division

geometric-progression

• Gelfand: Chunk 15 - Polynomial Division Addendum

bezout

• Gelfand: Chunk 16 - Polynomial Division - Remainders, Bezout and Roots

remainder-theorem

• Gelfand: Chunk 16 - Polynomial Division - Remainders, Bezout and Roots

interpolation

• Gelfand: Chunk 17 - Polynomial (and Linear) Interpolation

durham

• Gelfand: Chunk 18 - Polynomial Interpolation - Subtleties

arithmetic-progressions

• Gelfand: Chunk 23 - Embedding Progressions
• Gelfand: Chunk 20 - Arithmetic Progressions Progress
• Gelfand: Chunk 19 - Arithmetic Progressions, Part 1

odd

• Gelfand: Chunk 26 - Some Square Roots are Irrational
• Gelfand: Chunk 23 - Embedding Progressions
• Gelfand: Chunk 20 - Arithmetic Progressions Progress

even

• Gelfand: Chunk 26 - Some Square Roots are Irrational
• Gelfand: Chunk 23 - Embedding Progressions
• Gelfand: Chunk 20 - Arithmetic Progressions Progress

geometric-progressions

• Gelfand: Chunk 23 - Embedding Progressions
• Gelfand: Chunk 22 - Geometric Progression Sums
• Gelfand: Chunk 21 - Geometric Progressions

positive

• Gelfand: Chunk 27 - Proving Some Rules for Roots
• Gelfand: Chunk 26 - Some Square Roots are Irrational
• Gelfand: Chunk 25 - Ramifications of Reduced Quadratics
• Gelfand: Chunk 21 - Geometric Progressions

negative

• Gelfand: Chunk 27 - Proving Some Rules for Roots
• Gelfand: Chunk 26 - Some Square Roots are Irrational
• Gelfand: Chunk 25 - Ramifications of Reduced Quadratics
• Gelfand: Chunk 21 - Geometric Progressions

Bach

• Gelfand: Rest 1 - The Well-Tempered Clavier, Tortoises, Hares and Greeks

music

• Gelfand: Rest 1 - The Well-Tempered Clavier, Tortoises, Hares and Greeks

Zeno

• Gelfand: Rest 1 - The Well-Tempered Clavier, Tortoises, Hares and Greeks

paradox

• Gelfand: Rest 1 - The Well-Tempered Clavier, Tortoises, Hares and Greeks

radicals

• Gelfand: Aside 3 - Roots, Roots and More Roots

quadratic-equations

• Gelfand: Chunk 25 - Ramifications of Reduced Quadratics
• Gelfand: Chunk 24 - Equations, Schmequations
• Gelfand: Aside 3 - Roots, Roots and More Roots

equations

• Gelfand: Chunk 24 - Equations, Schmequations

identities

• Gelfand: Chunk 24 - Equations, Schmequations

rational-numbers

• Gelfand: Chunk 26 - Some Square Roots are Irrational

irrational-numbers

• Gelfand: Chunk 26 - Some Square Roots are Irrational

undefined

• Gelfand: Chunk 27 - Proving Some Rules for Roots

absolute-value

• Gelfand: Chunk 27 - Proving Some Rules for Roots

notation

• Gelfand: Chunk 27 - Proving Some Rules for Roots

experience-of-development

• Chapter 3: A Reassuring Co-Incidence
• Chapter 2: On Bit Depths and Fine Wines
• The Experience of Development - Part 4: The Timeless Way of Building
• Chapter 1: The Fine Balance
• Introduction Part 2: Models, All the Way Down
• Introduction Part 1: A Conjecture
• Preface

friston

• Introduction Part 1: A Conjecture
• Preface

mental-models

• Chapter 3: A Reassuring Co-Incidence
• Chapter 2: On Bit Depths and Fine Wines
• The Experience of Development - Part 4: The Timeless Way of Building
• Chapter 1: The Fine Balance
• Introduction Part 2: Models, All the Way Down
• Introduction Part 1: A Conjecture
• Preface

conjecture

• Introduction Part 1: A Conjecture

brooks

• Introduction Part 1: A Conjecture

sky-castles

• Introduction Part 2: Models, All the Way Down
• Introduction Part 1: A Conjecture

personal-experience

• Chapter 3: A Reassuring Co-Incidence
• Chapter 2: On Bit Depths and Fine Wines
• The Experience of Development - Part 4: The Timeless Way of Building
• Chapter 1: The Fine Balance

orgs

• Your Organisation Viewed as a Collection of Capabilities
• Is Your Organisation Broken?

organisations

• Implications of the Silicon Valley Autonomous-Engineer Model
• Your Organisation Viewed as a Collection of Capabilities
• Is Your Organisation Broken?

org-design

• Your Organisation Viewed as a Collection of Capabilities
• Is Your Organisation Broken?

drucker

• Is Your Organisation Broken?

waste

• Is Your Organisation Broken?

capabilities

• Your Organisation Viewed as a Collection of Capabilities

business-capabilities

• Your Organisation Viewed as a Collection of Capabilities

uber

• Implications of the Silicon Valley Autonomous-Engineer Model

services

• Implications of the Silicon Valley Autonomous-Engineer Model

siliconvalley

• Implications of the Silicon Valley Autonomous-Engineer Model

netflix

• Implications of the Silicon Valley Autonomous-Engineer Model

physics

• Chapter 3: A Reassuring Co-Incidence