Berikut ini diberikan beberapa buku dan materi kuliah yang dapat di-download sebagai referensi belajar maupun untuk materi perkuliahan.
- Algoritma dan Teori Komputasi (Algorithm and Computational Thoery)
- Algorithms, by S. Dasgupta, C.H. Papadimitriou, and U.V. Vazirani (Berkeley).
- A Computational Introduction to Number Theory and Algebra, by Victor Shoup (Cambridge University Press).
- Algorithms and Complexity, by Herbert S. Wilf.
- Computer Algebra I and Computer Algebra II lecture notes by Joachim von zur Gathen and Jüergen Gerhard.
- Lecture Notes on Numerical Analysis, by Dennis Deturck and Herbert S. Wilf.
- Aljabar Abstrak/Pengantar Struktur Aljabar (Introduction to Abstract Algebra)
- Abstract Algebra: Theory and Applications, by Judson.
- Discrete Mathematics lecture notes by Laszlo Lovasz and Kati Vesztergomb.
- Combinatory analysis by Percy A. MacMaho.
- Generating Functionology by Herbert S. Wilf.
- Pengantar Analisis Real (Introduction to Real Analysis)
- Pengantar Analisis Real I. Buku ini merupakan materi kuliah Pengantar Analisis Real I yang saya tulis berdasarkan kuliah yang pernah saya tempuh pada Jurusan Matematika UGM.
- Teori Bilangan (Number Theory)
- Online number theory lecture notes, by Keith Matthews.
- Elementary Number Theory, by William A. Stei.
- A Brief Introduction To Classical And Adelic Algebraic Number Theory by William A. Stei.
- An Explicit Approach to Number Theory (alternate link), lecture notes and a book by William A. Stei.
- Analytic and Combinatorial Number Theory course notes by Paul Pollack.
- Teori Grup (Group Theory)
- Group Theory, by J.S. Milne.
- Teori Graf (Graph Theory)
- Graph Theory: lecture notes, by Tero Harju.
- Graph Theory by Reinhard Diestel. Silahkan download di link2: Graph Theory 1, Graph Theory 2, atau Graph Theory 3.
- Topologi Aljabarik (Algebraic Topology)
- Pemrograman Komputer
- Media Pembelajaran
- Metode Penelitian
- Strategi Belajar Mengajar
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