@MISC{BCIALG_6.MIZ,
  AUTHOR = {Ding, Yuzhong and Ge, Fuguo and Wu, Chenglong},
  TITLE = {{BCI}-Homomorphisms},
  SECTION1 = {The Power of an Element of {BCI}-algebras},
  SECTION2 = {Definition of {BCI}-Homomorphisms},
  SECTION3 = {Fundamental Theorem of Homomorphisms},
  SECTION4 = {First Isomorphism Theorem},
  SECTION5 = {Second Isomorphism Theorem},
  DAY = {26},
  MONTH = {August},
  YEAR = {2008},
  ADDRESS1 = {Department of Computing Science\\
           Qingdao University of Science and Technology\\China},
  ADDRESS2 = {Department of Mathematics and Physics\\
           Qingdao University of Science and Technology\\China},
  ADDRESS3 = {Department of Mathematics and Physics\\
           Qingdao University of Science and Technology\\China},
  SUMMARY = {In this article the notion of the power
  of an element of BCI-algebra and its period in the
  book \cite{BCIAlgebras},
  sections 1.4 to 1.5 are firstly given. Then the definition of
  BCI-homomorphism is defined and the fundamental theorem of homomorphism,
  the first isomorphism theorem and the second isomorphism theorem are
  proved following the book \cite{BCIAlgebras2}, section 1.6.}}

@BOOK{BCIAlgebras,
       AUTHOR = {Meng, Jie and Liu, YoungLin},
        TITLE = {An Introduction to {BCI}-algebras},
    PUBLISHER = {Shaanxi Scientific and Technological Press},
         YEAR = {2001}}

@BOOK{BCIAlgebras2,
       AUTHOR = {Huang, Yisheng},
        TITLE = {{BCI}-algebras},
    PUBLISHER = {Science Press},
         YEAR = {2006}}
