Saran KESIMPULAN DAN SARAN 1 Kesimpulan
                                                                                Model Matematika Penyebaran HIVAIDS dalam Tubuh Manusia dengan Faktor Respon Imun
Maulida Syarifah, Fatmawati, Yayuk Wahyuni Departemen Matematika, Fakultas Sains dan Teknologi
Universitas Airlangga
syarifah.maulida95yahoo.co.id
Abstract . Human Immunodeficiency Virus HIV is retrovirus which infects cells of human
immune system causes Acquired Immunodeficiency Syndrome AIDS. The purpose of this paper  is  to  analyze  the  mathematical  model  of  HIVAIDS  spreading  in  human  body  with
immune  response  factor and  constantly  dynamical  quantity  of  HIV.  Based  on  analyze HIVAIDS  model  with  constantly  dynamical  quantity  of  HIV  obtain  three  equilibrium
point,  those  are  free-infection  equilibrium  point
will  be exist  and asymptotic  locally stable  for
the  immune-absence  equilibrium  point will  be exist  and asymptotic
locally stable for and
and the immune-presence equilibrium point will
be exist  and asymptotic  locally  stable  for .  The  interpretation  of  that  model  got  a
standart classification for infection phase, based on parameter spread of HIVAIDS . In a
long  term,  the  patient  can  be classified  in  free  infection  HIV  phase  when infection  HIV  phase  when
,  asymptomatic  phase  when and
AIDS  phase  when .  The  result  of  simulation  show  that  HIVAIDS model  with
constanly dynamical quantity of HIV tend to constant osilated.
Keywords: HIVAIDS model, , immune response of CTL, routh-hurwitz criterion
                