Skip to main content
added 126 characters in body
Source Link
Nights
  • 183
  • 6

I will be teaching an introductory analysis course (see topics below) and I need some source-code Latex slides or PPT slides, and am willing to choose my textbook based on these slides (rather than, traditionally, the other way around).

Edit: apparently people want to chime in on teaching philosophy. Many publishers include pre-made lecture slides, which go along with the book, that instructors can edit to their needs (hence my request for open source slides). Examples: Pearson includes sets for many math and physics titles; Cengage includes sets with their math titles.

I am simply looking for introductory analysis slides; and by extension, the textbook these slides would fit with. The slides are more important than the textbook; hence why I consider the slides the first priority, and the textbook can follow from that.

(Topics: Sets of Natural Numbers, Rational Numbers, Real Numbers, Completeness Axiom, Sequences, Limit Theorems for Sequences, Monotone Sequences and Cauchy, Sequences, Series, Alternating Series and Integral Tests, Continuity, Properties of Continuous Functions, Sequences and Series Functions, Uniform Convergence, Differentiation and Integration of Power Series, Mean Value Theorem, L’Hopital Rule, Taylor Theorem, Integration)

More generally I could use a textbook with source-code Latex slides or PPT slides; or just the slides I can edit for use with some book like Abbott's Understand Analysis. I am leaning toward using Abbott's Understand Analysis but it's not official yet (especially if I can find a good combination of textbook for a gentle analysis introduction plus lecture slides).

That is, the most important thing here regardless of text is finding existing lecture slides so I don't have to write them from scratch; but obviously it's preferred I use ones that align closely with a good textbook.

I will be teaching an introductory analysis course (see topics below) and I need some source-code Latex slides or PPT slides.

(Topics: Sets of Natural Numbers, Rational Numbers, Real Numbers, Completeness Axiom, Sequences, Limit Theorems for Sequences, Monotone Sequences and Cauchy, Sequences, Series, Alternating Series and Integral Tests, Continuity, Properties of Continuous Functions, Sequences and Series Functions, Uniform Convergence, Differentiation and Integration of Power Series, Mean Value Theorem, L’Hopital Rule, Taylor Theorem, Integration)

More generally I could use a textbook with source-code Latex slides or PPT slides; or just the slides I can edit for use with some book like Abbott's Understand Analysis. I am leaning toward using Abbott's Understand Analysis but it's not official yet (especially if I can find a good combination of textbook for a gentle analysis introduction plus lecture slides).

That is, the most important thing here regardless of text is finding existing lecture slides so I don't have to write them from scratch; but obviously it's preferred I use ones that align closely with a good textbook.

I will be teaching an introductory analysis course (see topics below) and I need some source-code Latex slides or PPT slides, and am willing to choose my textbook based on these slides (rather than, traditionally, the other way around).

Edit: apparently people want to chime in on teaching philosophy. Many publishers include pre-made lecture slides, which go along with the book, that instructors can edit to their needs (hence my request for open source slides). Examples: Pearson includes sets for many math and physics titles; Cengage includes sets with their math titles.

I am simply looking for introductory analysis slides; and by extension, the textbook these slides would fit with. The slides are more important than the textbook; hence why I consider the slides the first priority, and the textbook can follow from that.

(Topics: Sets of Natural Numbers, Rational Numbers, Real Numbers, Completeness Axiom, Sequences, Limit Theorems for Sequences, Monotone Sequences and Cauchy, Sequences, Series, Alternating Series and Integral Tests, Continuity, Properties of Continuous Functions, Sequences and Series Functions, Uniform Convergence, Differentiation and Integration of Power Series, Mean Value Theorem, L’Hopital Rule, Taylor Theorem, Integration)

added 93 characters in body
Source Link
Nights
  • 183
  • 6

I will be teaching an introductory analysis course: (see topics below) and I need some source-code Latex slides or PPT slides.

(SetsTopics: Sets of Natural Numbers, Rational Numbers, Real Numbers, Completeness Axiom, Sequences, Limit Theorems for Sequences, Monotone Sequences and Cauchy, Sequences, Series, Alternating Series and Integral Tests, Continuity, Properties of Continuous Functions, Sequences and Series Functions, Uniform Convergence, Differentiation and Integration of Power Series, Mean Value Theorem, L’Hopital Rule, Taylor Theorem, Integration)

andMore generally I could use a textbook with source-code Latex slides or PPT slides; or just the slides I can edit for use with some book like Abbott's Understand Analysis. I am leaning toward using Abbott's Understand Analysis but it's not official yet (especially if I can find a good combination of textbook for a gentle analysis introduction plus lecture slides).

That is, the most important thing here regardless of text is finding existing lecture slides so I don't have to write them from scratch; but obviously it's preferred I use ones that align closely with a good textbook.

I will be teaching an introductory analysis course:

(Sets of Natural Numbers, Rational Numbers, Real Numbers, Completeness Axiom, Sequences, Limit Theorems for Sequences, Monotone Sequences and Cauchy, Sequences, Series, Alternating Series and Integral Tests, Continuity, Properties of Continuous Functions, Sequences and Series Functions, Uniform Convergence, Differentiation and Integration of Power Series, Mean Value Theorem, L’Hopital Rule, Taylor Theorem, Integration)

and I could use a textbook with source-code Latex slides or PPT slides; or just the slides I can edit for use with some book like Abbott's Understand Analysis. I am leaning toward using Abbott's Understand Analysis but it's not official yet (especially if I can find a good combination of textbook for a gentle analysis introduction plus lecture slides).

That is, the most important thing here regardless of text is finding existing lecture slides so I don't have to write them from scratch; but obviously it's preferred I use ones that align closely with a good textbook.

I will be teaching an introductory analysis course (see topics below) and I need some source-code Latex slides or PPT slides.

(Topics: Sets of Natural Numbers, Rational Numbers, Real Numbers, Completeness Axiom, Sequences, Limit Theorems for Sequences, Monotone Sequences and Cauchy, Sequences, Series, Alternating Series and Integral Tests, Continuity, Properties of Continuous Functions, Sequences and Series Functions, Uniform Convergence, Differentiation and Integration of Power Series, Mean Value Theorem, L’Hopital Rule, Taylor Theorem, Integration)

More generally I could use a textbook with source-code Latex slides or PPT slides; or just the slides I can edit for use with some book like Abbott's Understand Analysis. I am leaning toward using Abbott's Understand Analysis but it's not official yet (especially if I can find a good combination of textbook for a gentle analysis introduction plus lecture slides).

That is, the most important thing here regardless of text is finding existing lecture slides so I don't have to write them from scratch; but obviously it's preferred I use ones that align closely with a good textbook.

Source Link
Nights
  • 183
  • 6

Introductory Analysis lecture slides

I will be teaching an introductory analysis course:

(Sets of Natural Numbers, Rational Numbers, Real Numbers, Completeness Axiom, Sequences, Limit Theorems for Sequences, Monotone Sequences and Cauchy, Sequences, Series, Alternating Series and Integral Tests, Continuity, Properties of Continuous Functions, Sequences and Series Functions, Uniform Convergence, Differentiation and Integration of Power Series, Mean Value Theorem, L’Hopital Rule, Taylor Theorem, Integration)

and I could use a textbook with source-code Latex slides or PPT slides; or just the slides I can edit for use with some book like Abbott's Understand Analysis. I am leaning toward using Abbott's Understand Analysis but it's not official yet (especially if I can find a good combination of textbook for a gentle analysis introduction plus lecture slides).

That is, the most important thing here regardless of text is finding existing lecture slides so I don't have to write them from scratch; but obviously it's preferred I use ones that align closely with a good textbook.