TY  - JOUR
N2  - Fourier series as a representation of periodic function is quite frequently 
encountered in  various fields of science and engineering,  especially in physics. In 
practice, even non-periodic function defined in a certain range of the domain can be 
represented  by  Fourier  series.  Vectors,  on  the  other  hand,  are  usually  introduced 
earlier than Fourier series. Similar to Fourier series, vectors are also used intensively 
and extensively in physics. In this paper we will examine the properties of Fourier 
series  that  account  for  its  similarities  to  the  properties  of  vectors. The  orthogonal 
properties of bases vectors in the context of dot product amongst bases vectors will 
be  the  central  discussion  to  examine  the  similarities  between  vectors  and  Fourier 
series.
JF  - Proceeding of  International Conference On Research, Implementation And Education  Of Mathematics And Sciences 2014
Y1  - 2014/05//
PB  - Yogyakarta State University
A1  - Johannes, V.D. Wirjawan
ID  - UNY11461
AV  - public
TI  - TREATING FOURIER SERIES AS VECTOR:
A CONCEPT SIMPLIFICATION FOR TEACHING FOURIER SERIES
KW  - Fourier series
KW  -  vectors
KW  -  dot product
KW  -  orthogonal
UR  - htttp://fmipa.uny.ac.id
ER  -