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= Sage for Newbies = | = Sage Primers = |
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== Done == | |
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* 0. Front Matter | == Done / In Progress == * 0. Sage Primer Design Principles [[attachment:Sage Primer Design Principles.pdf]] [[attachment:primer_design_principles.rtf]] |
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o 1.1. Primer Template: An Example [[attachment:primer_template\example.sws]] [[attachment:primer_design_principles.rtf]] | * 1.1. Primer Template: An Example [[attachment:primer_template_example.sws]] |
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o 1.2. Sage as a Smart Calculator [[attachment:sage_as_a_smart_calculator.sws]] | * 1.2. Sage as a Smart Calculator [[attachment:basics.smart_calculator_0.5.sws]] * 1.3. 2D plotting with Sage * 1.4. Sage Devel Basics [Erik, Aly] [[attachment:dev_for_newbies.html]]-this needs to be restified., [[attachment: development_for_newbies.sws]] |
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o 2.1. Differential Calculus [[attachment:differential_calculus.sws]] | * 2.1. Differential Calculus [[attachment:calculus.differential_calculus_1.0.sws]] * 2.2. Integral Calculus [Sourav] * 3. Linear Algebra * 3.1. Matrix Algebra [Sourav] |
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o 4.1. Group Theory [[attachment:group_theory.sws]] (by Robert Beezer) | * 4.1. Group Theory [[attachment:group_theory.sws]] (by Robert Beezer) |
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o 5.1. Elementary Number Theory I [[attachment: number_theory.primes_0.1.sws]] | * 5.1. Elementary Number Theory I [[attachment:number_theory.primes_0.5.sws]] |
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o 5.5. Quadratic Forms [[attachment: quadratic_forms.sws]] | * 5.2. Elementary Number Theory II [Erik] * 5.5. Quadratic Forms [[attachment:quadratic_forms.sws]] * 5.7. Quaternion Algebra [Sourav] |
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o 1.3. Programming in Sage | * 1.3. Programming in Sage |
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o 1.4. Sage Devel Basics | * 1.5. 2D and 3D Plotting in Sage * 1.6. Interact in Sage [Erik] |
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o 2.2. Integral Calculus | * 2.3. Multivariate Calculus |
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o 2.3. Multivariate Calculus | * 2.4. Taylor Series and Infinite Sums |
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o 2.4. Taylor Series and Infinite Sums o 2.5. Differential Equations |
* 2.5. Differential Equations |
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o 3.1. Matrix Algebra o 3.2. Vector Spaces |
* 3.2. Vector Spaces [Sourav] |
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o 4.2. Rings and Fields | * 4.2. Rings and Fields [Erik] |
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o 5.2. Elementary Number Theory II | * 5.3. Cryptography [Dan] |
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o 5.3. Cryptography | * 5.4. Elliptic Curves [Aly] |
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o 5.4. Elliptic Curves | * 5.6. Automorphic Forms |
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o 5.6. Automorphic Forms o 5.7. Quaternion Algebra o 5.8. Modular Forms |
* 5.8. Modular Forms |
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o 6.1. Counting | * 6.1. Counting |
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o 6.2. Graph Theory | * 6.2. Graph Theory |
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o 8.1. Statistical Methods | * 8.1. Statistical Methods [Erik] |
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o 8.2. Probability | * 8.2. Probability [Erik] |
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o 8.3. Finance | * 8.3. Finance |
Sage Primers
Contents
Done / In Progress
0. Sage Primer Design Principles Sage Primer Design Principles.pdf primer_design_principles.rtf
- 1. Basics
1.1. Primer Template: An Example primer_template_example.sws
1.2. Sage as a Smart Calculator basics.smart_calculator_0.5.sws
- 1.3. 2D plotting with Sage
1.4. Sage Devel Basics [Erik, Aly] dev_for_newbies.html-this needs to be restified., development_for_newbies.sws
- 2. Calculus
2.1. Differential Calculus calculus.differential_calculus_1.0.sws
- 2.2. Integral Calculus [Sourav]
- 3. Linear Algebra
- 3.1. Matrix Algebra [Sourav]
- 4. Abstract Algebra
4.1. Group Theory group_theory.sws (by Robert Beezer)
- 5. Number Theory
5.1. Elementary Number Theory I number_theory.primes_0.5.sws
- 5.2. Elementary Number Theory II [Erik]
5.5. Quadratic Forms quadratic_forms.sws
- 5.7. Quaternion Algebra [Sourav]
- 9. About this document ...
To Do
- 1. Basics
- 1.3. Programming in Sage
- 1.5. 2D and 3D Plotting in Sage
- 1.6. Interact in Sage [Erik]
- 2. Calculus
- 2.3. Multivariate Calculus
- 2.4. Taylor Series and Infinite Sums
- 2.5. Differential Equations
- 3. Linear Algebra
- 3.2. Vector Spaces [Sourav]
- 4. Abstract Algebra
- 4.2. Rings and Fields [Erik]
- 5. Number Theory
- 5.3. Cryptography [Dan]
- 5.4. Elliptic Curves [Aly]
- 5.6. Automorphic Forms
- 5.8. Modular Forms
- 6. Combinatorics
- 6.1. Counting
- 6.2. Graph Theory
- 7. Geometry
- 8. Statistics
- 8.1. Statistical Methods [Erik]
- 8.2. Probability [Erik]
- 8.3. Finance