Materi Kuliah
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.
-
Kriptografi (Cryptography)
- Handbook of Applied Cryptography, by Alfred J. Menezes, Paul C. van Oorschot and Scott A. Vanstone (CRC Press, 1996).
- Lecture Notes on Cryptography, ditulis oleh S. Goldwasser and M. Bellare. Merupakan materi kuliah Kriptografi di Massachusetts Institute of Technology (MIT), 1996-2008.
- Cryptography Lectures, by David Wagner (Berkeley).
- Introduction to Modern Cryptography, Mihir Bellare and Phillip Rogaway.
- Methods of Cryptanalysis, by Dr. Alex Biryukov.
-
Matematika Diskrit (Discrete Mathematics)
- 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)

Download diktat kuliah (PDF)








February 3rd, 2010 at 6:28 am
mas, numpang keliling-keliling di bagian materi kuliah ini. hehe
February 3rd, 2010 at 7:38 am
oh ya silahkan, selamat menikmati… he2
February 15th, 2010 at 8:33 am
salam kenal mas zaki…thanks untuk info mater2 kuliahx…
referensi saya jadi tambah banyak.
February 15th, 2010 at 9:15 am
@Gusti: Salam kenal juga, sip deh, okey sama2. Selamat belajar…
March 8th, 2010 at 1:14 pm
salam kenal,Mas saya baca pada artikel anda “SIMULASI ANTRIAN KLINIK DAN IMPLEMENTASINYA MENGGUNAKAN GPSS”ada tulisan tentang “PEMBANGKITAN BILANGAN RANDOM” dan anda menggunakan excel.Bisa tolong jelaskan langkah-langkahnya secara rinci? dan tolong jelaskan tentang perbedaan distribusi uniform dan log normal?terimakasih
March 17th, 2010 at 9:07 pm
Salam kenal Mas,
Mas buku analisis realnya boleh yah saya download sebagai bahan ajar..?? Thanks. Saya anak UGM juga
March 21st, 2010 at 5:12 pm
Izin copy linknya …

March 23rd, 2010 at 1:11 am
mas… ad pny bhn ttg domain dlm semigroup ga,,,mkshhh
May 22nd, 2010 at 3:22 pm
luar biasa materinya….numpang negedwonload….
makasih mas…
May 29th, 2010 at 12:12 pm
mkce mas 2k infone n slm kenal ja dr q ya ….
June 22nd, 2010 at 10:07 am
Makasih atas materi yang luar biasa mas…izin copy linknya