optotype. Delivered information, size of logical
visual-acuity optotype and direction of its gap, is
made by computer that follows Korean Industrial
Standards. Then, this information displayed on
screen with pixel unit, which is a physical unit
displayed on subject’s screen on visualization
module by the transformation mapping.
The size transformation mapping means a
relation between logical coordinate and physical
coordinate. It performs a role that decides how to
relate an image that exists in computer as logical
coordinate to physical coordinate that we can see.
Even though calculated logical coordinate image is
realized by Korean Industrial Standards, to show
accurate size of visual-acuity optotype can be
difficult, because if a resolution of display (an output
device) or this device is changed, a physical
coordinate of the device also changed.
Therefore we transform 0.01mm unit of logical
coordinate to a physical coordinate, pixel, which
possibly display on screen by using HIMETRIC
mode that is one of mapping mode provides from
MFC library of Microsoft. By this process, the
image of optotype that displayed to subject is able to
show the optotype which has equal standards on
equal vision level to resolution of displaying device
or its model, because it can maintain a constant size
of the optotype no matter how many pixels in the
device that has various resolutions.
2.2 Subject’s Gesture Recognition
Visualization fulfills functions that show shape, size
and direction of visual-acuity optotype on subject’s
screen by using adjustment information
Gesture recognition module extracts coordinate
of starting point Gs(Xs, Ys) and ending point Ge(Xe,
Ye) after subject gestures about the visual-acuity
optotype as shown in Fig. 1(a). If the starting point
and ending point are extracted, it set up an
intersection point Gp(Xp, Yp) which is an
intersection between a horizontal line that goes to X-
axis of the starting point and a vertical line that goes
to Y-axis of the ending point. After it gets Gs, Ge
and Gp, it calculates a vectorial angle ‘Ө’ from
subject’s gesture through below equation (1).
⎟
⎟
⎠
⎞
⎜
⎜
⎝
⎛
=
−
es
ps
GG
GG
1
cos
θ
(1)
Where,
epps
xxGG −=
and ||
•||
: Euclide distance
In this equation (1), subject’s gesture angle ‘θ’
corresponds to a vectorial angle (0≤θ≤2π) between a
horizontal line of the starting point and a segment
that connects the ending point Ge to the starting
point Gs. If y
e
is greater than y
s
, θ is computed as
2π- θ.
Figure 1: Subject Gesture Recognition.
To identify the visual-acuity optotype, calculates
the GOI(GOI: Gesture Orientation Index) value that
corresponds to selected visual-acuity optotype
direction on Landolt’s Ring gap direction 8 through
the equation (2) below.
⎥
⎦
⎥
⎢
⎣
⎢
+
=
I
O
GOI
)2,mod(
πωθ
,
where
2
I
O
=
ω
(2)
In the equation (2), O
I
means direction
separation distance, but it means π/4 that one
separated direction section of equal separation of 8-
direction in our paper(Fig. 5).
ω is a bias value for perceiving a invalid region
of the gesture orientation angle as shown in Fig. 1(b),
and is a floor(•) function.
2.3 Minimum Resolvable Power Test
When subject gestures with using pointing device
after seeing a gap orientation of Landolt’s Ring, a
minimum resolvable test module fulfills the test
process of P
0
∼P
2
in Fig. 2 by using GOI value from
gesture recognition module and presented optotype
information. The minimum resolvable test module
distinguishes coincidence between a gap
orientation(GOI) of Landolt’s Ring by subject and a
gap orientation of presented optotype(OGO:
Optotype Gap Orientation) through a result of GOI
value from gesture recognition module.
If GOI value and a gap orientation of optotype
coincided, it increases a value of TRUE CNT and
inspects number of presentation to equal level for
checking resolvable power. If the number of
presentation doesn’t exceed the max number of
presentation in equal level, it requests an optotype
adjustment module to reproduce only a gap
orientation of optotype randomly just for judging
vision without changing level of optotype. On the
A COMPUTERIZED SELF VISUAL ACUITY TESTING SYSTEM - Method of the Optotype Presentation and
Adjustment
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