Each grade comments set V is
VORN (3)
VI: excellent
V2: good
V3: middle
V4: qualified
V5: unqualified
3.2.2 The weights set of evaluation factors: It is very
important to assign each factor’s weight, and there are
two ways to assign the weights such as expert’s
method and comparison method. The former method
was used in this paper.
The weights set A was built inUwhere A:
A= 10,02, 1, Ach Yiu =1{q; 20) (4)
And the weights set 4 was built in U; where
Ai:
Ar = (dj, di2, 05) (BL2, ..., 8)
Di, ay = 1(a; > 0) (5)
Then the fuzzy evaluation matrix of each
factors R;(j=1,2,3,4) Was constructed through evaluated
every single factor u; € U.
ia M2 Tim
T. Tone. LT.
Ri pz m em (6)
Tub Paz Tam
In the above matrix, ry; (i 71, 2, m j71, 2... m)
represented the degree of membership, and R; was
the fuzzy relation from U, to V. Similarly, each
factor's comprehensive evaluation translation matrix
could be got.
3.2.3 Fuzzy comprehensive evaluation: The fuzzy
comprehensive evaluation decision matrix R in U
could be computed through matrix multiplication.
Bi A, R,
i B; Ed 45 * R2
R= B, = Aa" Rs (73
B4 As Ry
Then, the fuzzy comprehensive evaluation result B of
one website could be computed through composed
computation according the weights subset which was
from matrix 7.
B=AoR (8)
Among the results through Expression 8, if
b, zInax(A.5, ..., 5! (9)
the evaluation object was considered as to belong to
v;. The membership degree of other websites could be
got as the same, and the scores represented the
evaluation results from high to low clearly.
3.3 Experiment
The Map World website was taken as an example, and
firstly, the objective evaluation groups should be
selected which contained university students,
specialized members in the online map service
companies and common users. After scoring, the
evaluation matrix of every subset U, (i=1,2,3,4)
could be got.
[0.80.10.10 0 0.60.30.10 0
090.10 00 0.7030 00
R, =|0.70.30 0 O}R,=|0.70.20.10 0
0.80.20 00 0.70.30 00
1080.10.10 0 0.60.30.10 0
= 05050 00
0.7030 00
05030200
R, =|0.60.30.1 0 O}R, =
; 0.304030 0
105030200
04020400
The weight vector of each subset was:
A=[03 02 03 02]
A =[0.25 02 0.15 0.1 0.3]
015. 015. 02 02 .0.3]
02 04 04]
(0302 09.3: 02]
A, =|
A,=|
A
4
After matrix multiplication, the comprehensive
decision matrix of each subset in U was as following:
0.805 0.14 0.055 0 0
0.605 0.28 0.065 0 0
058 -03- 012 0 Q
042 037 021 0 Q
At last, the evaluation result of MapWorld website
Was:
B=AoR=[0.6305 0.262 0.1705 0 0]
The result indicated that the degree of membership to
excellent is about 0.63(two decimal places).
The evaluation results of other websites could be
compute as the same in Table 3.
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