Optimizing prostate needle biopsy

through 3-D simulation[1]

 

Jianchao Zeng, Charles Kaplan[2], John Bauer5, Jianhua Xuan, Isabell A. Sesterhenn[3]

John H. Lynch2, Matthew T. Freedman, and Seong K. Mun

 

Imaging Science and Information Systems Center

Department of Radiology, Georgetown University Medical Center

2115 Wisconsin Avenue, NW, Suite 603, Washington, DC 20007[4]

 

 

ABSTRACT

 

                Prostate needle biopsy is used for the detection of prostate cancer. The protocol of needle biopsy that is currently routinely used in the clinical environment is the systematic sextant technique, which defines six symmetric locations on the prostate surface for needle insertion. However, this protocol has been developed based on the long-term observation and experience of urologists. Little quantitative or scientific evidence supports the use of this biopsy technique. In this research, we aim at developing a statistically optimized new prostate needle biopsy protocol to improve the quality of diagnosis of prostate cancer. This new protocol will be developed by using a three-dimensional (3-D) computer-based probability map of prostate cancer. For this purpose, we have developed a computer-based 3-D visualization and simulation system with prostate models constructed from the digitized prostate specimens, in which the process of prostate needle biopsy can be simulated automatically by the computer.  In this paper, we first outline our approach to developing a statistically optimized prostate needle biopsy protocol using the visualization and simulation system that is overviewed next. In the preliminary experiments, we develop an interactive biopsy simulation mode in the system, and evaluate the performance of the automatic biopsy simulation with the sextant biopsy protocol by comparing the results by the urologist using the interactive simulation mode with respect to 53 prostate models. This is required to confirm that the automatic simulation is accurate and reliable enough for the simulation with respect to a large number of prostate models. In addition, we compare the performance of the existing protocols using the automatic biopsy simulation system with respect to 107 prostate models, which will statistically identify if one protocol is better than another. Since the estimation of tumor volume is extremely important in determining the significance of a tumor and in deciding appropriate treatment methods, we further investigate correlation between the tumor volume and the positive core volume with 89 prostate models. This is done in order to develop a method to estimate the tumor volume from the corresponding positive core volumes. Preliminary experimental results are given for each of these experiments.

 

Keywords: 3-D Probability map, cancer distribution, computer visualization and simulation, automatic vs. interactive prostate needle biopsy, 3-D interface, tumor volume vs. positive needle core volume, statistical optimization of biopsy protocol


1.      INTRODUCTION

 

Prostate cancer is the most prevalent male malignancy and the second leading cause of death by cancer in American men. In 1997, more than 40,000 deaths are predicted for prostate cancer, and 342,000 new cases will be diagnosed. Current screening tests for prostate cancer include prostate specific antigen (PSA) and digital rectal exam (DRE). The combination of these two tests has led to an increased number of patients undergoing prostate needle biopsy. However, as noted above, the accuracy of current biopsy techniques needs to be improved. A recent article in Urology Times reported that patients undergoing repeat prostate biopsy (after negative prior biopsy) still had a negative biopsy rate of 18% for tumors of 0.5 cc to 1 cc; in addition, 15% of the repeat biopsies were negative when the tumor burden exceeded 1 cc [Bankhead 1997]. Daneshgari [Daneshgari et al. 1995] developed a 2-D computer simulation of the prostate based on 159 radical prostatectomy specimens. The computer then generated random prostates and tumors. This computer model was used to simulate the sextant biopsy protocol and verify its ability to detect low-volume tumors. Various biases for the angle of biopsy and distribution of cancer foci were incorporated in the model. The simulation showed that only 20.3% of the simulated prostates had a tumor distribution in which sextant biopsy had a 95% probability of tumor detection. In fact, 26.8% of prostates had a distribution that was completely outside the range the sextant locations. These prior findings show that a significant number of patients who have prostate cancer are not diagnosed at their initial biopsy. Accordingly, improving the predictive value of TRUS guided biopsy by optimizing biopsy protocols will improve its value as a screening and diagnostic tool.

 

A number of researchers have investigated techniques for improving the accuracy of biopsy protocols; however, several issues remain to be resolved. For example, Eskew et al. introduced a new protocol called 5-region biopsy in which additional needles are added systematically in addition to traditional sextant biopsy [Eskew et al. 1997]. The 5-region biopsy and the traditional sextant biopsy were compared with a total of 119 patients who underwent transrectal ultrasound guided needle biopsy of the prostate. It was shown that of 48 cancer patients, 17 (35%) were detected as having cancers only by the additional needles of the 5-region biopsy method; within this group, 83% had Gleason scores of 6 or more. As a result, the new 5-region biopsy method was claimed to improve biopsy results. Eskew’s results are promising, but his study group of 48 patients is small. Therefore, this protocol needs to be validated further, and the underlying rationale for using 13 needles instead of some other number should be examined. Our research group has developed a computer-based 3-D visualization of digitized prostate specimens and has found that the 5-region protocol showed a statistically significant advantage over the sextant method based on 107 3-D prostate models [Kaplan, Zeng, Lynch et al. 1998a]. The computer simulates the actual biopsy procedure for both the 5-region and sextant protocols by calculating the location for each needle within the prostate and determining if the needle has hit the cancer [Hayes et al. 1997]. Stamey [1995] conducted a clinical study to evaluate existing biopsy protocols and to study the correlation of the estimated findings with clinical significance. Goto [Goto et al. 1996] has suggested that new biopsy strategies may be developed based on probability maps of cancer distribution within the prostate. But issues such as how these maps should be built and how new biopsy protocols could be derived from the maps remain to be investigated.

 

Our research effort will focus on the development of a statistically optimized biopsy protocol using a 3-D computer-based probability map of prostate cancer. A 3-D probability map will be built by incorporating a large number of individual digitized prostate specimens with localized cancers. This probability map gives the 3-D distribution of prostate cancers and shows the probability of cancer detection at each location in the prostate. Based on this probability map, a statistically optimized needle biopsy protocol will be developed by incorporating the needle locations with the highest probability of tumor detection. This protocol will be compared and evaluated with existing biopsy protocols, such as the sextant and 5-region, on our 3-D visualization and simulation platform using 3-D prostate models reconstructed from the specimens resected from the patients. Since the new biopsy protocol will be based on statistical analysis of a quantitative database of digitized prostate specimens, it may significantly improve the accuracy of prostate cancer detection.

 

This paper is organized as follows. Section 2 outlines the approach to optimizing a prostate needle biopsy protocol. In section 3, the 3-D visualization and simulation system is overviewed in some details. Preliminary experiments will be presented in section 4 on performance evaluation of the automatic vs. interactive biopsy simulation techniques, on comparison of the biopsy protocols of sextant to 5-region using the automatic biopsy simulation, and on the correlation of prostate tumor volume and the positive needle core volume. Conclusions are made in section 5 with future research directions.

 

2. OUTLINE OF OPTIMIZING THE NEEDLE BIOPSY PROTOCOL

 

2.1 Construction of individual 3-D computerized prostate models

 

                The individual 3-D prostate models are constructed from radical prostatectomy specimens of prostate. The prostate specimens are step-sectioned in 4mm sections at 2.25mm intervals and then digitized with a scanning resolution of 1,500 dots per inch. Each digitized slice is then segmented by a pathologist to identify key pathological structures including surgical margin, capsule, urethra, seminal vesicles as well as tumor. The contours of each structure identified on each slice are then stacked and interpolation between the contours is carried out using a 3-D elastic model-based technique [Xuan et al. 1997]. The interpolation between adjacent contours C1 and C2 is completed by generating a force field that acts on C1 and forces it to gradually move and conform to C2. The 3-D model of each structure in the prostate is finally constructed by tiling triangular patches onto the interpolated contours using a deformable surface-spine model. This model uses a second order partial differential equation to control the deformation of the surface. After a 3-D model is constructed for each structure, an individual 3-D computerized prostate model can then be constructed by combining the structure models. Currently, more than 200 digitized prostate specimens have been acquired, and more than 100 3-D individual prostate models have been constructed using an SGI Onyx Infinite Reality 10000 Workstation. One example of a prostate model is shown in Figure 1.

 

 

 

 

 

 


 

 

 

 

 

 

Figure 1 An example of reconstructed prostate model.

 

2.2 Development of a 3-D integrated prostate model based on a large number of individual 3-D computerized models

 

                To develop an integrated model, the average volume of the sample computerized 3-D individual models are first calculated, which can be automatically conducted by the current modeling system by accumulating volumes confined between each pair of contours after contour interpolation [Kaplan, Zeng, Lynch et al. 1998b]. Next, each individual model will be normalized to the average volume. The normalization is conducted by uniform scaling of the individual model in x, y and z directions in 3-D space [Udupa and Herman 1989, Rogers and Adams 1990]. Each individual model will then be registered in 3-D position to a common coordinate system (such as the screen coordinate system) by translating its center of gravity to the coordinate origin. Each model is also registered in 3-D orientation by first aligning its central axis to the z-axis of the common coordinate system. The central axis is the axis that is perpendicular to all the original contours of the prostate. Then, the model is rotated about the z-axis to align the front of the prostate (as defined in the contouring process) with the positive direction of the y-axis.

 

2.3 Establishment of  a 3-D probability map of prostate cancer spatial distribution

 

                Based on the 3-D integrated prostate model, the spatial distribution of cancer will be obtained by calculating the occurrence rate of the cancers at each 3-D position inside the prostate. Here the occurrence rate Or(x,y,z) is defined as the number of tumors that contribute to each location (x,y,z) inside the prostate divided by the total number of tumors in the integrated prostate model. A greater occurrence rate represents a higher probability of detection at the corresponding location.

 

2.4 Development of a statistically optimized biopsy protocol based on the 3-D probability map of tumor distribution.

 

A biopsy protocol consists of several key parameters, including needle position, needle angle, needle depth, and the number of needles. Since current clinical instruments for needle biopsy fix the needle angle with respect to the ultrasound probe, changing the needle angle will require new instrumentation and therefore will not be considered in this study. In addition, the needle depth using current triggering devices is fixed at 15-22 mm and therefore we will not consider changing the needle depth in this study. We thus have two parameters to investigate: needle position and the number of needles.

 

The 3-D probability map of spatial distribution gives a quantitative measure of where the cancers are most likely concentrated in the prostate. This map can be used to develop a statistically optimized biopsy protocol with optimal needle positions. The needle positions will be determined based on regions of high cancer concentration. Here we propose the following algorithm to determine the positions and the number of the needle in the new biopsy protocol.

 

                Step 1: Calculate the occurrence rate Or(x,y,z) at each location of the 3-D integrated model from the 3-D probability map of prostate cancer spatial distribution.

                Step 2: Select the location P(x1,y1,z1) that has the largest the value of Or(x1,y1,z1) as the first needle location.

                Step 3: Remove the individual models that have cancers which have contributed to the location P(x1,y1,z1). Assume that the number of such individual models is N1. It is anticipated that the number of models that will be removed at this step will be relatively small compared to the 200 sample cases. At this point, the sensitivity of cancer detection is S1=N1 /200.

                Step 4: Recalculate the Or(x,y,z) at each location of the 3-D integrated model with N1 individual models removed as described in Step 3.

                Step 5: Select the location P(x2,y2,z2) that has the largest value of Or(x2,y2,z2) as the second needle location.

                Step 6: Again, remove the individual models that have cancers which have contributed to the location P(x2,y2,z2). Assume the number of such individual models is N2. Therefore at this point, the sensitivity of cancer detection is S2 = (N1 + N2 ) / 200. The sensitivity gain by the second needle is SG2 = N2 / 200.

                Step 7: Repeat this process as long as the sensitivity gain SGi is larger than 2%. Assume that the last location selected this way is P(xk,yk,zk).

 

Following the above procedure, the positions P(xi,yi,zi) (i = 1, 2, ..., k) and the number k of  needles required will be statistically optimized based on the 200 digitized prostate specimens.

 

2.5 Evaluation of the new protocol

               

The evaluation process compares the new protocol against existing biopsy protocols (sextant and 5-region) by examining the detection rate (based on finding at least one positive core) and the number of positive cores. An additional 100 3-D individual models are constructed from new digitized prostate specimens for this purpose. With these new models, there are 80% power to detect a 12% difference in sensitivity (i.e., 80% versus 92%) when comparing the proposed optimized biopsy approach to an existing biopsy protocol. The power calculation was based on a matched-pair test with a 5% significance level using the method of [Breslow and Day 1987] (Section 7.6.b). After testing the new protocol on the 3-D visualization and simulation platform, a clinical trial needs to be conducted where the new biopsy protocol will be evaluated on a large number of patient subjects (e.g., 200 patients) to verify the effectiveness of the new protocol. The same parameters measured in the simulation study need to be investigated here, namely, the detection rate and the number of positive cores.

 

2.6 Data analysis

Data analysis is designed to assess the improvement in sensitivity of the new protocol over the existing prostate biopsy techniques. Sensitivity is defined as the proportion of individuals with the disease who have a positive test. Specificity, defined as the proportion of individuals without the disease who have a negative test, is 1.0 in the context of needle biopsies and so needs not be considered. Statistical tests to assess the differences between the two protocols include McNemar's test [Breslow and Day 1980] for comparing detection rates and the paired t-test for comparing quantitative variables (number of positive cores, length of positive cores, etc.) and the Wilcoxon signed-rank test. Differences in rates or means are considered statistically significant if they attain the 0.05 level of significance.

 

3. 3-D VISUALIZATION AND SIMULATION SYSTEM

 

The visualization and simulation system has two simulation modes: an automatic simulation and an interactive simulation. The whole process of a prostate needle biopsy with any specific protocol can be simulated based on the reconstructed 3-D prostate models. This simulation system can be used to evaluate the performance of difference biopsy protocols. It can also be used as a training or testing system for the residents to practice their skills of biopsy, or a planning system for the urologists before they undergo a complex real biopsy procedure.

 

In the automatic simulation mode, the locations for needle insertion on the surface of the prostate are calculated automatically by the computer based on the requirement of the specific protocol. Thirty degrees of angle with respect to the local normal vector of the prostate surface are also calculated automatically for each needle. Needles are then mounted to the positions in the calculated poses. After shooting the needles, the system then detects which needle or needles are hitting the tumors inside the prostate, and if any, calculates the positive core volumes and displays the results on the screen. Since this whole process is controlled by the system, it can be finished quickly, making it possible to apply this simulation to a large number of samples (3-D prostate models) for statistical analysis if its performance can be confirmed. Each step of the biopsy simulation process can be visualized from any perspective by manipulating the 3-D prostate model in real time with a two-dimensional mouse. Figure 2 shows the needle locations on the prostate for the sextant (pink) and 5-region (pink + blue) protocols. Figure 3 shows the needles mounted in their initial locations and poses. Figure 4 shows the side view of the needles after being fired in the prostate. An example of needle biopsy results for both the sextant and 5-region protocols is shown in Figure 5.

 

 

 

 

 

 

 

 

 

 

 

 


Figure 2 Needle locations calculated for                          Figure 3 Needles mounted in their

the sextant and 5-region protocols                                   initial locations and poses


 

 

 

 

 

 

 

 

 

 

 


Figure 4 Side view of the needles after                             Figure 5 An example of needle biopsy

being fired in the prostate                                                  result for sextant and 5-region

 

For the interactive simulation, six-degree-of-freedom  tracking device has been integrated to simulate the ultrasound probe used during actual prostate biopsy procedure. The tracking device consists of an ultrasound transmitter, a controller, and a freely movable receiver device that serves as a tracker. With this mode, the system can track both the position (x, y, z) and the orientation angles (Pitch, Yaw, Roll) of the receiver in real time (50Hz). The tracking information is simultaneously used in controlling movement of a virtual ultrasound probe in the visualization and simulation system. The synthesized ultrasound images are refreshed in real time to follow the movement of the probe, which display intersectional anatomical slices of the prostate as biopsy guidance for the user (a urologist). With this interactive simulation mode, the urologist can perform a virtual needle biopsy as though he/she is performing a real biopsy on a patient. In the interactive simulation mode, the urologist determines the location for each needle insertion based on a specific protocol under the guidance of the synthesized ultrasound image. The angle of the needle is fixed with the ultrasound probe, and the upcoming path of the needle is always overlaid on the ultrasound image so that the urologist knows where the needle will go through inside the prostate. The result of a biopsy is automatically calculated by the system after each biopsy and displayed to tell the urologist whether the biopsy is positive or negative and how much the positive needle core volume is. Figure 6 shows the virtual ultrasound probe and the needle in use, while Figure 7 shows the synthesized ultrasound image with needle path and the fired needle.

 

 

 

 

 

 

 

 

 

 

 

 


Figure 6 Virtual ultrasound probe                                     Figure 7 Synthesized ultrasound image

and the needle in use                                                          with needle path and fired needle

 

 

4. PRELIMINARY EXPERIMENTS

 

4.1 Automatic vs. interactive needle biopsy

 

In order to verify the performance of the automatic biopsy simulation, comparison of the automatic and interactive biopsy simulation modes has been conducted with 53 3-D prostate models using the following three variables: rates of positive biopsy, positive core volumes, and the number of positive needles for each sample. The sextant protocol is employed. McNemar’s test is used for analysis of the rates of positive biopsy, and the results are shown in Table 1. Given the level of significance a=.05, since the test statistic T = b = 4 which is larger than t(=2) and smaller than n-t(=b+c-t=7), the null hypothesis is accepted which indicates that the difference between the two simulation methods is not significant [Conover 1980]. We have used paired-t test to analyze the other two variables. For the positive core volume, the results are shown in Table 2. Since the p value is 0.12, which is larger than 0.05 with test statistic t=1.581, it also indicates that the difference is not significant between the 2 biopsy simulation methods. The 95% confidence interval is [-7.3E-04, 6.14E-03]. For the number of positive needles, the results are shown in Table 3. Since the p value is 0.107, which is also larger than 0.05 with test statistic t=-1.642, these results also suggest that the difference is not significant. The 95% confidence interval is [-0.67, 6.71E-02]. As a result of this analysis, we may conclude that the automatic biopsy simulation is performing as well as a human urologist.

 

Table 1 Number of positive biopsies for automatic

and interactive biopsy simulation

 

Text Box: Automatic                                                                   Interactive

 

 

Positive

Negative

Positive

a = 31

b = 4

Negative

c = 7

d = 11

 

 

Table 2 Mean values of the positive core volumes

for automatic and interactive biopsy simulation

 

 

Mean values

Automatic biopsy

10.6E-03cc

Interactive biopsy

7.88E-03cc

Difference

2.71E-03cc

 

 

Table 3 Number of positive needles for automatic

and interactive biopsy simulation

 

 

Mean values

Automatic biopsy

1.42

Interactive biopsy

1.72

Difference

-0.30

 

 

4.2 Comparison of current biopsy protocols: sextant vs. 5-region with automatic simulation

 

We have evaluated sextant protocol against 5-region protocol in order to identify if there is any difference that is statistically significant, using the prostate needle biopsy simulation system with 107 3-D prostate models [Kaplan, Zeng, Lynch et al. 1998a]. This evaluation can provide evidence to show that one protocol is advantageous over another before applying them to the patients. After the new protocol is developed in this research, it will be first evaluated using the simulation system before conducting a clinical trial. We have used McNemar’s test to evaluate the rates of positive biopsy and used paired t-test to evaluate the positive core volumes. The results of the rates of positive biopsy for the sextant and 5-region protocols are shown in Table 4. Given the level of significance a=.05, since the test statistic T = b = 0 which is smaller than t(=1), the null hypothesis is rejected which indicates that the difference between the two protocols is significant. Five-region protocol is advantageous over the sextant protocol. In addition, the results of the positive core volumes are shown in Table 5. Since the p value is 0.00, which is smaller than 0.05 with test statistic t=8.907, it also indicates that the difference is significant between the 2 biopsy protocols. The 95% confidence interval is [7.51E-03, 1.18E-02]. As a result of this analysis, we may conclude that the 5-region protocol is performing better than the sextant protocol.

 

 

Table 4 Number of positive biopsies for the sextant and 5-region protocols

 

                                                                Five-region protocol

Text Box: Sextant protocol
 

 


Positive

Negative

Positive

a = 76

b = 0

Negative

c = 8

d = 23

 

 

Table 5 Mean values of the positive core volumes for the sextant

and 5-region protocols

 

 

Mean values

Five-region protocol

2.38E-02cc

Sextant

protocol

1.42E-02cc

Difference

9.60E-03cc

 

4.3 Correlation of tumor volume vs. positive core volume

 

As a step toward estimation of tumor volume from the corresponding positive core volumes, we have investigated the correlation between these two kinds of volumes. We have used 89 3-D prostate models on the needle biopsy simulation system with both sextant and the 5-region protocols [Kaplan, Zeng, Lynch et al. 1998b]. Figure 8 shows a correlation result of tumor volume vs. positive core volume with the sextant biopsy protocol. Table 6 gives the corresponding correlation coefficient and the level of significance. Since the level of significance is 0.002 which is smaller than 0.01, the correlation is significant between the two volume variables with the sextant protocol. The results with the 5-region protocol are shown in Figure 9 and Table 7, which also indicates that the correlation is significant

 

 

 

 

 

 

 

 

 

 


Figure 8 Plot of tumor volume vs. core             Figure 9 Plot of tumor volume vs. core volume

volume with sextant protocol                             with 5-region protocol

 

Table 6 Correlation coefficient and the            Table 7 Correlation coefficient and the level

of significance with sextant protocol                of significance with 5-region protocol

 

 

 

 

 

 

 

 

 

 

 


5. CONCLUSIONS

 

In order to optimize the prostate needle biopsy protocols, we have developed a 3-D computer visualization and simulation system, and have conducted various experiments with a large number of 3-D prostate models based on the simulation system. To verify the performance of the developed visualization and simulation, an interactive biopsy mode is developed and integrated in the simulation system. A urologist can hold a six-degree-of-freedom tracking device to control a virtual ultrasound probe on the screen to guide his/her biopsy procedure. Since the tracking device can provide a real time tracking ability, the urologist can perform the virtual prostate needle biopsy as though he/she is using a real ultrasound probe on a patient. A synthesized ultrasound image is refreshed in real time following the movement of the tracking device in the user’s hand. With 53 sample prostate models on which the needle biopsies have been  conducted by both the computer and the urologist using the sextant protocol, it is shown statistically that the biopsy simulation by the computer system is performing as well as the urologist. On the other hand, different biopsy protocols can be automatically simulated and evaluated for their performance analysis on our developed simulation system, which provides a quantitative measure to statistically compare various biopsy protocols before trying them on the patients. With 107 sample models, we have shown that the systematic 5-region protocol gives better results than the systematic sextant protocol. Further, to explore the possibility of estimating tumor volumes from the positive needle core volumes, we have investigated the possible correlation between the tumor volume and the positive needle core volumes with 89 3-D sample prostate models. A significant correlation is found between these two kinds of volumes, which provides an evidence that the tumor volume may be reasonably estimated from the positive needle core volumes. Finally, we have proposed a detailed algorithm to find a statistically optimized prostate needle biopsy protocol, which is currently being implemented in this research. Evaluation and data analysis methods are also provided and are being implemented.

 

With the advancement of new imaging technologies, 3-D prostate models may be obtained in vivo, which will have a great impact on the way the prostate needle biopsy is performed. More 3-D prostate models can be conveniently acquired directly from the patients at screening tests, making a statistical analysis more useful and powerful and reducing the time cycle of research. Meanwhile, it becomes possible to develop an on-line prostate needle biopsy system which provides real time augmented 3-D images to help a urologist to quickly and precisely identify the abnormality in the prostate inside the patient’s body. This idea is not limited to the prostate needle biopsy, it may be applied to any type of biopsy, such as kidney biopsy. It may also be applied to other surgeries beyond biopsies, making it possible to realize a real on-site image-guided minimally-invasive surgery system.

 

6. ACKNOWLEDGEMENTS

 

                We would like to thank Dr. John Hanfelt of the Lombardi Cancer Canter of the Georgetown University Medical Center for his helpful comments and discussion.

 

7. REFERENCES

 

Bankgead, C.: Sextant biopsy helps in prognosis of Pca, but it’s not foolproof. Urology Times, Vol. 25, No. 8, August 1997.

 

Breslow, N. E. and Day, N. E.: Statistical methods in cancer research: Volume I--The analysis of case-control studies. Lyon: International Agency for Research on Cancer, 1980.

 

Breslow, N. E. and Day, N. E.: Statistical methods in cancer research: Volume II--The design and analysis of cohort studies. Lyon: International Agency for Research on Cancer, 1987.

 

Conover, W.J.: Practical nonparametric statistics (2nd edition). John Wiley & Sons, Inc., 1980.

 

Daneshgari, F., Taylor, G. D., Miller, G. J. and Crawford, E. D.: Computer simulation of the probability of detecting low volume carcinoma of the prostate with six random systematic core biopsies. Urology, 45: 604, 1995

 

Eskew, A. L., Bare, R. L. and McCullough, D. L.: Systematic 5 region prostate biopsy is superior to sextant method for diagnosing carcinoma of the prostate. J. Urol., 157: 199, 1997.

 

Flanigan, R. C., Catalona, W. J., Richie, J. P., Ahmann, F. R., Hudson, M. A., Scadino, R. C., DeKernion, J. B., Ratliff, T. L., Kavoussi, L. R., Dalkin, B. L., Waters, W. B., MacFarlane, M. T. and Southwick, P. C.: Accuracy of digital rectal examination and transrectal ultrasonography in localizing prostate cancer. J. Urol., 152: 1506, 1994.

 

Goto, Y., Ohori, M., Arakawa, A., Kattan, M. W., Wheeler, T. M. and Scadino, P. T.: Distinguishing clinically important from unimportant prostate cancers before treatment: value of systematic biopsies. J. Urol., 156: 1059, 1996.

 

Hayes, W., Sesterhenn, I., Xuan, J., Wang, J., Lynch, J. and Mun, S. K.: Interactive 3-D modeling of localized prostate cancer and computer simulation of needle biopsy techniques. Annual Meeting of American Urology Society, 1997.

 

Kaplan, C. R., Zeng, J. Lynch, J. H., et al.: Comparison of sextant to 5-region biopsy technique using 3-D computer simulation of actual prostate specimens. Accepted for presentation at the 1998 Annual Meeting of American Urology Society, 1998a.

 

Kaplan, C. R., Zeng, J. Lynch, J. H., et al.: Using three dimensional modeling of localized prostate cancer to compare needle core volume to tumor volume. Accepted for presentation at the 1998 Annual Meeting of American Urology Society, 1998b.

 

Ohori, M., Wheeler, T. M. Dunn, J. K., Stamey, T. A. and Scadino, P. T.: The pathological features and prognosis of prostate cancer detectable with current diagnostic test. J. Urol., 152: 1714, 1994.

 

Rogers, D. F. and Adams, J. A.: Mathematical elements for computer graphics (2nd Edition). McGraw-Hill Publishing Company, 1990.

 

Stamey, T. A.: Making the most out of six systematic sextant biopsies. Urology, 45: 2, 1995.

 

Udupa, J. K. and Herman, G. T.: 3D imaging in medicine. CRC Press, 1989.

 

Xuan, J., Hayes, et al.: Surface reconstruction and visualization of the surgical prostate model. SPIE Medical Imaging, 1997.

 



[1] Supported by U.S. Army Grants (DAMD17-94-V-4015, DAMD17-93-3013, and DAMD17-93-3015DAR). The content of this paper does not necessarily reflect the position or policy of the U.S. government.

[2] Department of Urology and Surgery, Georgetown University Medical Center, Washington, DC 20007

[3] Department of Genitourinary Pathology, Armed Forces Institute of Pathology, Washington, DC 20306

[4] Further author information -- email: [zeng|kaplan|jxuan|freedman|mun]@isis.imac.georgetown.edu; phone: 202-687-1533 (zeng), 7948 (freedman), 7955 (mun); fax: 202-784-3479;

WWW(J.Z.): http://www.simulation.georgetown.edu

5  Urology Service, Walter Reed Army Medical Center, Washington, DC 20307