SCIENTIA SINICA Informationis, Volume 49 , Issue 1 : 42-56(2019) https://doi.org/10.1360/N112018-00018

A fingerprint-template-generating method based on the 3D mapping of local minutiae

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  • ReceivedJan 18, 2018
  • AcceptedApr 20, 2018
  • PublishedJan 8, 2019


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  • Figure 1

    (Color online) The three-dimensional mapping of minutiae

  • Figure 2

    Process diagram of proposed method for fingerprint template generation

  • Figure 3

    (Color online) Parameter adaptive circular areas

  • Figure 4

    (Color online) The distance and angle formed by minutiae pair $(m_{j},m_{i})$

  • Figure 5

    (Color online) Features of projected minutiae

  • Figure 6

    (Color online) Three-dimensional array with cell size $\sigma_{L},~\sigma_{\gamma},~\sigma_{\phi}$

  • Figure 7

    (Color online) Genuine and imposter distributions in the safe-PIN scenario (with different keys). (a) FVC2002-DB1; (b) FVC2002-DB2

  • Figure 8

    (Color online) Genuine and imposter distributions in the stolen-PIN scenario (with the same key). (a) FVC2002-DB1; (b) FVC2002-DB2

  • Figure 9

    (Color online) FRR/FAR of FVC2002-DB1 and -DB2 in the stolen-PIN scenario. (a) FVC2002-DB1;protectłinebreak (b) FVC2002-DB2

  • Figure 10

    (Color online) ROC curves of Wang's method and proposed method in the stolen-PIN scenario

  • Figure 11

    (Color online) Pseudo-imposter and imposter (with different key) distributions for FVC2002-DB1 and -DB2. (a) FVC2002-DB1; (b) FVC2002-DB2

  • Table 1   Information about the databases used in our experiments
    Characteristics FVC2002-DB1 FVC2002-DB2
    Sensor Identix TouchView$\amalg$ (optical) Biometrika FX2000 (optical)
    Number of fingers 100 100
    Number of image per finger 8 8
    Resolution 500 dpi 569 dpi
    Image size 388 $\times$ 374 296$\times$560
    Quality Good Medium
  • Table 2   Parameter settings in the experiments
    Parameter Description Value range
    $\rho_{1},\rho_{2}$ The slopes of $y_{1},y_{2}$ $[-5,5]$
    $~c_{1},c_{2}~$ The $y$-intercepts of $y_{1},y_{2}$ $\{~-10,-9,\ldots,~10~\}$
    $~c_{L},c_{\gamma}$ The length and width of the cell $\{~15,16,\ldots,~30~\}$
    $~c_{\phi}~$ The height of the cell $\{~20,21,\ldots,~35~\}$
    $~G~$ The size of binary bit string $\{~200,250,\ldots,~3000~\}$
    $~P~$ The rows of pseudo-random matrix ($R$) $\{~300,400,\ldots,~2000~\}$
  • Table 3   EER of different parameters $(G,P)$
    $G$ $P$ FVC2002-DB1 FVC2002-DB2
    200 300 0.32 0.24
    1000 0.21 0.13
    1000 300 0.19 0.08
    1000 0.18 0.07
    1450 300 0.17 0.06
    1000 0.15 0.06
  • Table 4   EER comparison between the Wang's method and proposed method
    Methods Safe-PIN Stolen-PIN
    -DB1 (%) -DB2 (%) -DB1 (%) -DB2 (%)
    Wang et al. [26] 0 0 0.19 1
    Proposed method 0 0 0.1717 0.0606
  • Table 5   EER comparison under the stolen-PIN scenario
    Method FVC2002-DB1 FVC2002-DB2
    Lee and Kim [13] 10.30 9.50
    Jin et al. [15] 5.19 5.65
    Sandhya and Prasad [22] 4.71 3.44
    Das et al. [29] 2.27 3.79
    Jin et al. [30] 4.36 1.77
    Wang and Hu [19] 2 2.3
    Wang and Hu [24] 3 2
    Wang et al. [25] 1 2
    Proposed method 0.17 0.06

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