Category Archives: Perangkat Pembelajaran

Silabus Matematika Diskrit

Silabus Matematika Diskrit Matematika diskrit

Referensi :

  1. Dossey, J.A, and Friends. 2001. Discrete Mathematics 4th Edition. Addison Wesley, New York.
  2. Gallier, J. 2010. Discrete Mathematics. Springer, New York.
  3. Garnier, R and Taylor, J. 2009. Discrete Mathematics : Proofs, Structures, and Appications Third Edition. CRC Press, Florida.
  4. Hein, J.L. 2003. Discrete Mathematics Second Edition. Jones and Bartlett Publishers, Boston.
  5. Ince, D.C. 1988. An Introduction to Discrete Mathematics and Formal System Spesification. Oxford University Press, Oxford England.
  6. Manna, Z. 2003. Mathematical Theory of Computation. McGraw-Hill, New York.
  7. Michaels, J.G and Rosen, K.H. 1991. Applications of Discrete Mathematics. McGraw-Hill, New York.
  8. Rosen, K.H. 2011. Discrete Mathematics and Its Applications seventh edition. McGraw-Hill, New York.
  9. Ross, K.A and Wright, C.R.B. 2002. Discrete Mathematics. Prentice Hall, New Jersey.
  10. Vatsa, B.S and Vatsa, S. 2009. Discrete Mathematics. New Age International, New Delhi.
  11. Wibisono, S. 2008. Matematika Diskrit Edisi 2. Graha Ilmu, Yogyakarta..

Silabus Metode Numerik

Silabus Metode Numerik Metode Numerik

Referensi :

  1. Chasnov, J.R. 2012. Introduction to Numerical Methods. The Hongkong University of Science and Technology, Hongkong.
  2. Luknanto, Djoko. 2001. Metoda Numerik. Fakultas Teknik UGM, Yogyakarta.
  3. Mathews, J.H and Fink, K.D. 1999. Numerical Methods Using Matlab Third Edition. Prentice Hall, California.
  4. Nugroho, D.B. 2009. Metode Numerik. Universitas Kristen Satya Wacana, Salatiga.
  5. Subakti, Irfan, 2006. Metode Numerik. Fakultas Teknologi Informasi ITS, Surabaya.
  6. Sutarno, H dan Rachmatin, D. 2008. Hand Out Metode Numerik. Fakultas Pendidikan Matematika dan Ilmu Pengetahuan Alam UPI, Bandung.
  7. Tresnaningsih, Rizqi. 2010. Analisis Numerik. Fakultas Pendidikan dan Ilmu Pengetahuan Alam IKIP PGRI Madiun, Madiun.

Silabus Struktur Aljabar 1

Silabus Struktur Aljabar 1 Struktur Aljabar 1

Referensi :

  1. Anderson, M and Feil, T. 2005. A First Course in Abstract Algebra. Chapman & Hall/CRC, New York.
  2. Beardon, A.F. 2005. Algebra and Geometry. Cambridge University Press, New York.
  3. Fraleigh, J.B and Katz, V.J. 2003. Algebra. Addison Wesley, New York.
  4. Gallian, J.A. 2010. Contemporary Abstract Algebra. Houghton Mifflin Company, New York.
  5. 2011. Struktur Aljabar 1 (Teori Group). Fakultas Pendidikan MIPA IKIP Madiun, Madiun.
  6. Joseph, J.R. 2005. First Course in Abstract Algebra with Application. Prentice Hall, New York.
  7. Malik, D.S and Moderson, J.N. 1977. Fundamentals of Abstract Algebra. Mc.Graw-Hill Companies Inc, New York.

Silabus Struktur Aljabar 2

Silabus Struktur Aljabar 2 Struktur Aljabar 2

Referensi :

  1. Dummit and Foote. 2002. Abstract Algebra. John Wiley and Sons Inc, New York.
  2. Durbin, J.R. 2009. Modern Algebra an Introduction Sixth Edition. John Wilwy and Sons Inc, New York.
  3. Gallian, J.A. 2010. Contemporary Abstract Algebra. Houghton Mifflin Company, New York.
  4. Gilbert, W.J. 2003. Modern Algebra With Applications. John Wiley and Sons Inc, New York.
  5. Herstein, I.N. 1975. Topics in Algebra Second Edition. John Wiley and Sons Inc, New York.

Silabus Teori Graph

Silabus Teori Graph teori grap

Referensi :

  1. Balakrishnan, R and Ranganathan, K. 2012. A Textbook of Graph Theory Second Edition. Springer-Verlag, New York.
  2. Bollobas, B. 1978. Advances in Graph Theory. Norht-Holland, Amsterdam.
  3. Bondy, J.A and Murty, U.S.R. 1977. Graph Theory With Application. The Macmillan Press LTD, London.
  4. Chartrand, G. 1984. Introductory Graph Theory. Dover Publications, New York.
  5. Deo, N. 1974. Graph Theory with Applications to Engineering and Computer Science. Prentice-Hall, New Delhi.
  6. Diestel, R. 2005. Graph Theory Fourth Edition. Springer-Verlag, New York.
  7. Golumbic, M.C. 2004. Algorithmic Graph Theory and Perfect Graphs Second Edition. Norht-Holland, Amsterdam.
  8. Harris, J and Friends. 2008. Combinatorics and Graph Theory. Springer-Verlag, New York.
  9. Munir, R. 2005. Matematika Diskrit. Informatika Bandung, Bandung.
  10. Rosen, K.H. 2011. Discrete Mathematics and Its Applications seventh edition. McGraw-Hill, New York.

Silabus Kalkulus 1

Silabus Kalkulus 1 Kalkulus 1

Referensi :

  1. Heri,Robertus. 2005. Buku Ajar Kalkulus I. Fakultas Matematika dan Ilmu Pengetahuan Alam UNDIP, Semarang.
  2. Leithold, Louis. 1987. The Calculus 7. Harper Collins College Publishers.
  3. Lestari, Dwi dkk. 2013. Kalkulus Dasar. Fakultas Matematika dan Ilmu Pengetahuan UNY, Yogyakarta.
  4. Purcell dkk. 2007. Calculus. University Edwardsville, USA.

Silabus Kalkulus 2

Silabus Kalkulus 2 Kalkulus 2

Referensi :

  1. Courant, R and John, F. 1965. Introduction to Calculus and Analysis. Courant Institut of Mathematical Science, New York.
  2. Granville, W.A. 1965. Elements of The Differential and Integral Calculus. Ginn and Company, Boston.
  3. Heri, Robertus. 2005. Buku Ajar Kalkulus I. Fakultas Matematika dan Ilmu Pengetahuan Alam UNDIP, Semarang.
  4. Leithold, Louis. 1987. The Calculus 7. Harper Collins College Publishers.
  5. Lestari, Dwi dkk. 2013. Kalkulus Dasar. Fakultas Matematika dan Ilmu Pengetahuan UNY, Yogyakarta.
  6. Purcell dkk. 2007. Calculus. University Edwardsville, USA.

Silabus Aljabar Linear Lanjut Aljabar Linier Lanjut

Referensi :

  1. Anton, H & Rorres C. 2010. Elementary Linear Algebra Tenth Edition. John Wiley and Sons, New York.
  2. Beezer, R.A. 2012. A First Course in Linear Algebra. University of Puget Sound, Washington.
  3. Carrel, James.B. 2005. Fundamentals of Linear Algebra. University of British Columbia, Vancouver.
  4. Denton, T& Waldron, A. 2012. Linear Algebra In Twenty Five Lectures. The Khan Academy.
  5. Gozali, S.M. 2010. Aljabar Linear. Universitas Pendidikan Indonesia, Bandung.
  6. Hogben, L. 2007. Handbook of Linear Algebra. IOWA State University, Lowa.
  7. Lankham, I and Friends. 2007. Linear Algebra as An Introduction to Abstract Mathematics. University of California, Davis.
  8. Matthews, K.R.2013. Elementary Linear Algebra.Department of Mathematics University of Queensland, Queensland.
  9. Nugroho, D.B. 2009. Aljabar Linear. Fakultas Sains dan Matematika UKSW, Salatiga.

Valenza, R.J.1993. Linear Algebra An Introduction to Abstract Mathematics.Springer-Verlag, New York.

Silabus Logika Himpunan

Silabus Logika Himpunan Logila Himpunan

Referensi :

  1. Ferenczi, M& Szots M. 2011. Mathematical Logic For Aplications. Budapest University of Technology and Economic.
  2. Mangelep, N. 2009. Modul Logika Matematika. FMIPA Universitas Negeri Manado, Manado.
  3. Mendelson, E. 1997. Introduction to Mathematical Logic Fourth Edition. Chapman&Hall, New York.

Sugiarto, Hidayah Isti, 2011. Pengantar Dasar Matematika. Fakultas MIPA UNNES, Semarang.

Silabus Kalkulus Lanjut 2

Silabus Kalkulus Lanjut 2 Kalkulus Lanjut 2

Referensi :

  1. Agnew, R.P. 1962. Calculus (Analytic Geometri and Calculus with Vector). McGrawhill Inc, New York.
  2. Apostol, T.M. 1967. One Variable Calculus with an Introduction To Linear Algebra. John Wiley & Sons Inc, New York.
  3. Courant, R and John, F. 1965. Introduction to Calculus and Analysis. Courant Institut of Mathematical Science, New York.
  4. Granville, W.A. 1965. Elements of The Differential and Integral Calculus. Ginn and Company, Boston.
  5. Heri, Robertus. 2005. Buku Ajar Kalkulus I. Fakultas Matematika dan Ilmu Pengetahuan Alam UNDIP, Semarang.
  6. Leithold, Louis. 1987. The Calculus 7. Harper Collins College Publishers.
  7. Lestari, Dwi dkk. 2013. Kalkulus Dasar. Fakultas Matematika dan Ilmu Pengetahuan UNY, Yogyakarta.

Purcell dkk. 2007. Calculus. University Edwardsville, Illinois.