People v. Bryant
Opinions
ZAHRA, J.
This case presents the question whether defendant was denied his Sixth Amendment right to an impartial jury drawn from a fair cross section of the community. A fair-cross-section claim under the Sixth Amendment requires a defendant to make a prima facie case as set forth by the United States Supreme Court in Duren v Missouri.
Footnotes
ZAHRA, J.
This case presents the question whether defendant was denied his Sixth Amendment right to an impartial jury drawn from a fair cross section of the community. A fair-cross-section claim under the Sixth Amendment requires a defendant to make a prima facie case as set forth by the United States Supreme Court in Duren v Missouri.
Footnotes
People v Smith, 463 Mich 199; 615 NW2d 1 (2000).
The terms “venire,” “jury pool,” “jury panel,” and “array” are sometimes used interchangeably. See Black’s Law Dictionary (9th ed) (defining “venire” as “ [a] panel of persons selected for jury duty and from among whom the jurors are to he chosen. — Also termed array; jury panel; jury pool”). Because of this, our references to “venire” are to the group of potential jurors in the courtroom from which a defendant’s petit jury are selected and our references to “jury pool” are to the group of people summoned to appear for jury duty on a particular day.
The dissent believes that this opinion engages in unnecessary error correcting. For obvious reasons, we disagree that addressing a published Court of Appeals opinion that misapplied constitutional principles, United States Supreme Court precedent, and our precedent is unnecessary.
Before the court went off the record, an exchange between defense counsel and the trial court showed confusion about whether the individual that the trial court had identified as an African-American member of defendant’s venire was actually defendant’s step-father.
See MCL 600.1307a (addressing grounds for disqualification and exemption from jury service).
The results, which were contained in a document entitled “Jury Community Representation Survey Compilation,” reflect that on January 7, 160 of 169 of those appearing responded, with 2 individuals indicating that they were African-American and 2 indicating that they were multiracial; on January 9, 3 of the 77 potential jurors appearing responded, with none indicating that he or she was African-American; on January 14, 130 of the 140 potential jurors appearing responded, with 2 indicating that they were African-American and 2 indicating that they were multiracial; on January 22, 16 of the 18 potential .jurors appearing responded, with none indicating that he or she was African-American and 1 indicating that he or she was multiracial; and, on January 23, 52 of the 54 potential jurors appearing responded, with 1 indicating that he or she was African-American.
People v Bryant, unpublished opinion per curiam of the Court of Appeals, issued March 16, 2004 (Docket No. 241442) (Bryant I).
Id. at 2-4.
People v Hubbard (After Remand), 217 Mich App 459, 477-478, 481; 552 NW2d 493 (1996).
Bryant I, unpub op at 4.
Id.
Id.
Id. at 5. The Court of Appeals rejected defendant’s remaining issues on appeal. Id. at 5-7. Judge Borrello concurred with the majority on these issues, but dissented with regard to defendant’s fair-cross-section claim because he believed that the evidence established sufficient under-representation and that the computer error excluding zip codes having larger minority populations constituted systematic exclusion of African-Americans from the venire. Id. at 2 (Borrello, J., concurring in part and dissenting in part).
This case was reassigned to Judge Dennis Kolenda on remand because Judge David Soet, who had presided over defendant’s trial, had retired.
The frequency with which prospective jurors from certain zip codes were sent jury questionnaires prompted an investigation, which resulted in discovery of the programming error in June 2002, four months after defendant’s trial.
As noted in the summary of the jury clerk’s testimony, this database included the names and addresses of people shown to have a Michigan driver’s license or Michigan personal identification card with an address in Kent County.
The trial court found that the there was no evidence that the underrepresentation of certain zip codes was anything other than the “result of a random draw.” There is some evidence, however, that reflects that the original database from the Secretary of State grouped the names by zip code. This discrepancy does not affect our analysis because we conclude in either event that the underrepresentation was inherent in the jury system and thus constituted a systematic exclusion within the meaning of Duren’s third prong.
Kent County corrected the error the following month by again hiring an outside vendor and changing the computer program it used.
Defendant summarizes Dr. Chidi’s testimony in his brief and asserts without any meaningful analysis that the trial court wrongly rejected the testimony. Our review of the record does not suggest that the trial court’s rejection of his testimony amounted to clear error, MCR 2.613(C). Accordingly, we will not consider Dr. Chidi’s testimony in our analysis.
MRE 706 permits a court to appoint an expert witness on its own motion.
The absolute-disparity test measures the portion of the overall population of a distinct group that has been excluded by subtracting the [590] percentile representation of that group in jury pools or venires from the percentile representation of that group in the overall population of the relevant community. See part 111(B)(2)(a) of this opinion.
The comparative-disparity test measures the decreased likelihood that members of an underrepresented group will be called for jury service and is calculated by dividing the result of the absolute-disparity test by the percentage of the distinct group in the overall population of the community. See part 111(B)(2)(b) of this opinion.
The standard-deviation test measures the probability that the degree of underrepresentation could be the result of random chance. See part 111(B)(2)(c) of this opinion.
The standard-deviation test uses a normal approximation of a binomial random variable. Dr. Stephenson indicated that the sample size was not large enough for the test given the proportion of African-Americans in the community.
This analogous test used the “exact” binomial distribution.
The trial court only considered this group of individuals, not the resulting pools, because the pools were affected by considerations for which the court was not responsible such as racial disparities in whether the questionnaire was delivered, response rates, disqualifications, hardships, and people who failed to appear.
Smith, 463 Mich 199. The trial court read Smith for the holding that statistical estimates are mere speculation, insufficient to show underrepresentation. As we discuss, the trial court misapprehended Smith on this point. As an alternative rationale, the trial court concluded that even if Smith did permit statistical estimates, these estimates had a marginal value because of the many variables involved in their accuracy and defendant could not prove his claim because no hard data included what percentage of African-Americans were sent jury questionnaires. As an additional alternative rationale, the trial court concluded that even if statistical estimates could satisfy the second prong, defendant failed to show that the representation was not fair and reasonable because he was not actually the victim of underrepresentation in his particular venire. In particular, the trial court found that it was not statistically significant that there was only one African-American in defendant’s venire because such a result would occur 10 percent of the time even if the pools had been derived without the zip-code problem.
People v Bryant, 289 Mich App 260; 796 NW2d 135 (2010) (Bryant II).
Id. at 267.
Id. at 269.
Id. at 269-270.
Id. at 270-271. On this point, the panel relied on United States v Rogers, 73 F3d 774, 777 (CA 8, 1996), which concluded that “the comparative disparity calculation provides a more meaningful measure of systematic impact vis-a-vis the ‘distinctive’ group: it calculates the representation of African Americans injury pools relative to the African-American[s] [in the] community rather than relative to the entire population.”
Bryant II, 289 Mich App at 271. The panel concluded that the 73.1 percent comparative disparity was sufficient to demonstrate an unfair and unreasonable representation because it was substantially higher than the 30 or 40 percent that has been deemed sufficient in other cases. Id. at 271-272.
Id. at 272-273.
Id. at 274.
Id. at 273-275.
Id. at 275-276.
People v Bryant, 489 Mich 924 (2011) {Bryant III). Our order stated in part:
The parties shall include among the issues to be briefed: (1) whether, in evaluating whether a distinctive group has been sufficiently underrepresented under Duren v Missouri, 439 US 357 (1979), so as to violate the Sixth Amendment’s fair cross-section requirement, courts may choose to examine only the composition of the defendant’s particular jury venire, or whether courts must always examine the composition of broader pools or arrays of [595] prospective jurors; (2) whether a defendant’s claim of such under-representation must always be supported by hard data, or whether statistical estimates are permissible and, if so, under what circumstances; and (3) whether any underrepresentation of African-Americans in the defendant’s venire, or in Kent County jury pools between 2001 and 2002, was the result of systematic exclusion under the third prong of Duren. [Jd.]
See People v Armstrong, 490 Mich 281, 289; 806 NW2d 676 (2011).
Id.
Berghuis v Smith, 559 US 314, 319; 130 S Ct 1382, 1384; 176 L Ed 2d 249 (2010). The Sixth Amendment provides:
In all criminal prosecutions, the accused shall enjoy the right to a speedy and public trial, by an impartial jury of the State and district wherein the crime shall have been committed, which district shall have been previously ascertained by law, and to be informed of the nature and cause of the accusation; to be confronted with the witnesses against him; to have compulsory process for obtaining witnesses in his favor, and to have the Assistance of Counsel for his defence. [US Const, Am VI.]
Although the text of the Sixth Amendment only provides in reference to a jury “the right to... an impartial jury,” the United States Supreme Court [596] has ascribed to that right that the jury must be drawn from sources reflecting a fair cross section of the community in order to effectuate the purpose of a jury: “guard[ing] against the exercise of arbitrary power [by making] available the commonsense judgment of the community as a hedge against the overzealous or mistaken prosecutor and in preference to the professional or perhaps overconditioned or biased response of a judge.” Taylor v Louisiana, 419 US 522, 530; 95 S Ct 692; 42 L Ed 2d 690 (1975), citing Duncan v Louisiana, 391 US 145, 155-156; 88 S Ct 1444; 20 L Ed 2d 491 (1968). We are cognizant that there is a reasonable argument that fair-cross-section claims should be exclusively evaluated under the Equal Protection Clause of the Fourteenth Amendment, not the Sixth Amendment, see Berghuis, 559 US at 334 (THOMAS, J., concurring), but we will not consider such an argument because we are bound by the United States Supreme Court’s decisions evaluating this claim under the Sixth Amendment, see Taylor, 419 US at 526; see also Duncan, 391 US at 154-155 (incorporating the right to a jury trial in the Sixth Amendment to the states through the Due Process Clause of the Fourteenth Amendment).
Taylor, 419 US 522.
Id. at 523, 525.
Id. at 524.
Id. at 531. In reaching its decision, the Court emphasized that it was not imposing a requirement “that petit juries actually chosen must mirror the community and reflect the various distinctive groups in the population.” Id. at 538.
48 Duren, 439 US at 364.
Id.
Id. at 362, 364.
Id. at 366. The Court, without naming its calculation, applied the absolute-disparity test by comparing the difference between the percentage of the distinct group in the population and the percentage of the distinct group appearing in venires.
Id.
See, e.g., United States v Carmichael, 560 F3d 1270, 1280 (CA 11, 2009); United States v Odeneal, 517 F3d 406, 412 (CA 6, 2008); United States v Weaver, 267 F3d 231, 240 (CA 3, 2001).
Duren, 439 US at 364.
Smith, 463 Mich at 203.
See Berghuis, 559 US at 329 (acknowledging that no decision of the Court has specified the proper method or methods by which underrepresentation is appropriately measured and taking no position on the method or methods that should be used). Additionally, the United States Supreme Court has not identified a threshold for what level of underrepresentation is not fair and reasonable. United States v Maskeny, 609 F2d 183, 190 (CA 5, 1980).
Smith, 463 Mich at 204.
Id.
Bryant III, 489 Mich 924.
Duren, 439 US at 364 (emphasis added).
Id. at 366 (emphasis added). In particular, Duren considered the venires used for nearly a year as a part of its reasoning for concluding that the second prong was satisfied by the defendant’s statistical presentation. Id. at 362-363, 365-366.
Id. at 366 (emphasis added).
See United States v Miller, 771 F2d 1219, 1228 (CA 9, 1985) (stating in a discussion of Duren’a second prong that “[i]t appears to us that the Supreme Court’s use of the plural in setting up the Duren test is a clear indication that a violation of the fair cross-section requirement cannot be premised upon proof of underrepresentation in a single jury”); United States v Allen, 160 F3d 1096, 1103 (CA 6, 1998) (stating in a discussion of Duren’s second prong that “[a]ppellants, however, must show more than that their particular panel was unrepresentative”); People v De Rosans, 27 Cal App 4th 611, 621; 32 Cal Rptr 2d 680 (1994) (“The second Duren prong requires a showing that the cognizable group is underrepresented in venires from which juries are selected, not on the panel from which the defendant’s jury [601] is selected.”); United States v Verdugo-Munoz, unpublished order of the United States District Court for the District of Arizona, entered October 12, 2005 (Docket No. CR-03-1161-PHX-SEB), 2005 WL 2571608, * 2; 2005 US Dist LEXIS 23448, * 5 (“[B]ecause of the Supreme Court’s use of the plural in describing the second prong of Duren, a defendant must proffer evidence that the underrepresentation has occurred in multiple venires.”); cf. United States v Williams, 264 F3d 561, 568 (CA 5, 2001). In addition, an abundance of caselaw supports that when applying Duren’% second prong, courts look to the degree of underrepresentation over time. See, e.g., United States v Orange, 447 F3d 792, 798 (CA 10, 2006); Weaver, 267 F3d at 238, 243; United States v Royal, 174 F3d 1, 5, 10-11 (CA 1, 1999); Thomas v Borg, 159 F3d 1147, 1150 (CA 9, 1998); United States v Rioux, 97 F3d 648, 657-658 (CA 2, 1996); Francis v Fabian, 669 F Supp 2d 970, 984 (D Minn, 2009); People v Washington, 179 P3d 153, 162-164 (Colo, 2007); People v Bell, 49 Cal 3d 502, 526-527; 262 Cal Rptr 1; 778 P2d 129 (1989).
Despite our straightforward reading of Duren and this supporting authority in her dissent Justice Marilyn Kelly disagrees that the second prong requires a pattern of underrepresentation over time. She does so while choosing not to address the language in Duren that compels this treatment of the second prong. She also attempts to critique some of our supporting caselaw by ignoring that those same cases explicitly support our reading of Duren’s second prong. Moreover, some of the cases she cites do not even contain a substantive discussion of the second prong, while no case that she cites actually concludes that the second prong may be satisfied by a showing of underrepresentation in only a particular defendant’s venire.
In addition, contrary to Justice Kelly’s suggestion, our approach does not ignore defendant’s venire under the second prong. Instead, we merely follow Duren by including it in the data set of venires used to calculate the degree of underrepresentation. See Duren, 439 US at 362-366 (considering under the second prong a data set that included January through March 1976, when the defendant’s trial began in March 1976). Of course, as in Duren, 439 US at 363, the distinct group was underrepresented in defendant’s individual venire, giving rise to this claim in the first place. But Duren reflects that such underrepresentation does not amount to a constitutional fair-cross-section violation without a showing that includes the degree of underrepresentation over time under the second prong. Thus, defendant’s venire is simply part of the larger statistical presentation in this analysis.
When only a particular defendant’s venire is examined, the results may look more or less significant depending on the actual composition of the individual venire compared to the broader picture. But it is only by considering the broader picture that a court can evaluate whether the representation of a distinct group was fair and reasonable.
We note that Dr. Stephenson’s estimate is more relevant than the results of the voluntary survey in determining whether the body of potential African-American jurors as a whole was underrepresented because it actually looked at who was chosen to receive summonses rather than who decided to appear for service on a given day.
See Delgado v Dennehy, 503 F Supp 2d 411, 425-426 (D Mass, 2007) (collecting cases).
See Royal, 174 F3d at 6-7, 10.
See id. at 7; see also Note, Re-justifying the fair cross section requirement: Equal representation and enfranchisement in the American criminal jury, 116 Yale L J 1568, 1596 (2007).
See United States v Ashley, 54 F3d 311, 313-314 (CA 7, 1995); Maskeny, 609 F2d at 190. Although the United States Supreme Court has not endorsed the absolute-disparity test, it performed the same calculation to evaluate the disparity in Duren. Duren, 439 US at 364-366; see also People v Burgener, 29 Cal 4th 833, 860; 129 Cal Rptr 2d 747; 62 P3d 1 (2003).
Smith, 463 Mich at 203-204. One commentator elaborated on a problem with the absolute-disparity test as follows:
If the jurisdiction is 99% African American and venires are 49% African American, then defendants would be virtually assured of having African Americans on their petit juries, despite the 50% absolute disparity. If, on the other hand, the overall population is 50% African American and venires are 0% African American, then the odds of having an African American petit juror would drop from near-certainty to total impossibility. The fact that the absolute disparity test cannot distinguish between these radically different scenarios indicates that it does not measure defendants’ probabilistic injuries. [Commentary, Jury poker: A statistical analysis of the fair cross-section requirement, 8 Ohio St J Crim L 533, 545 (2011).]
See, e.g., Thomas, 159 F3d at 1151 (addressing an absolute disparity of approximately 5 percent); United States v Suttiswad, 696 F2d 645, 649 [605] (CA 9, 1982) (addressing absolute disparities of 2.8 percent, 7.7 percent, and 4.7 percent); United States v Clifford, 640 F2d 150, 155 (CA 8, 1981) (addressing an absolute disparity of 7.2 percent).
8.25 percent minus 4.17 percent is 4.08 percent.
Smith, 463 Mich at 204.
United States v Shinault, 147 F3d 1266, 1272 (CA 10, 1998) (emphasis omitted).
Id. Unlike the absolute-disparity test, the United States Supreme Court has never applied the comparative-disparity test in practice.
Smith, 463 Mich at 204; see also Thomas, 159 F3d at 1150 (disfavoring the comparative-disparity test because “it exaggerates the effect of any deviation”); accord Royal, 174 F3d at 8-9. For example, assuming that the population of the distinct group was one and that person was excluded, the result of the comparative disparity is 100 percent even though a jury without that member “would clearly form a ‘fair cross section’ of the community.” United States v Hafen, 726 F2d 21, 24 (CA 1,1984). As one commentator put it, “[a] test that finds maximal underrepresentation in a situation in which the defendant’s chances of jury composition are virtually unaffected cannot be a good one to apply generally.” Note, A proposal for measuring under-representation in the composition of the jury wheel, 103 Yale L J 1913, 1928 (1994). Another commentator described the problem with the comparative-disparity test as follows:
Yet the comparative disparity test lacks the absolute disparity test’s awareness of what fraction of the total [population] has been tampered with. For example, when all African Americans are absent from venires, the result is the highest possible comparative disparity score, 100%. But that figure is useless unless one also accounts for how many African Americans are in the overall population. If the total population is majority African American, then the observed underrepresentation would reduce the odds of drawing an African American juryperson from near certainty to total impossibility. If, on the other hand, African Americans comprise just 0.1% of the total population, then the likelihood of drawing an African American would not have significantly declined. Thus, despite its support among prominent commentators, the comparative disparity test, like the absolute disparity test, simply does not measure the probabilistic injuries generated by fair cross-section violations. [Jury poker, 8 Ohio St J Crim L at 545-546.]
Smith, 463 Mich at 204. Justice Marilyn Kelly claims that we have mischaracterized the Court of Appeals’ opinion regarding the establishment of a bright-line rule in favor of the comparative-disparity test when the population of the distinct group is small. The Court of Appeals’ opinion belies this claim. In particular, the panel, after a discussion of the absolute-disparity test and the comparative-disparity test, stated, “We must apply some test to measure the representation of African-Americans in defendant’s venire ....” Bryant II, 289 Mich App at 270. It continued, “[T]he comparative-disparity test is most appropriate to measure underrepresentation in cases in which the percentage of African-Americans in the relevant community is low.” Id. Thus, contrary to Justice Kelly’s dissent, the Court of Appeals ultimately used only the result from the comparative-disparity test to evaluate defendant’s claim under the second prong. This approach is clearly contrary to Smith, 463 Mich at 204, which requires that “no individual method should be used exclusive of the others.” By ultimately using the comparative-disparity test and no other, the Court of Appeals did just the opposite of what Smith requires.
The absolute-disparity result of 4.08 percent divided by the 8.25 percent African-American population figure yields a result of 49.45 percent.
See Orange, 447 F3d at 798-799 (noting that the court had upheld selection procedures involving comparative disparities between 38.17 percent and 51.22 percent); United States v Sanchez-Lopez, 879 F2d 541, 547-549 (CA 9, 1989) (concerning a comparative disparity of 52.9 percent); Hafen, 726 F2d at 23 (concerning a comparative disparity of 54.2 percent); Shinault, 147 F3d at 1273 (concerning comparative disparities between 48.63 percent and 59.84 percent); Royal, 174 F3d at 10 n 10 (concerning a comparative disparity of 60.9 percent); Weaver, 267 F3d at 243 (concerning comparative disparities between 40.01 percent and 72.98 percent).
United States v Rogers, 73 F3d 774, 775-777 (CA 8, 1996).
Id. at 775.
Ramseur v Beyer, 983 F2d 1215, 1232 (CA 3, 1992).
See Weaver, 267 F3d at 243 (distinguishing Ramseur for the same reason).
See Jury poker, 8 Ohio St J Crim L at 549-550.
Jefferson v Morgan, 962 F2d 1185, 1189 (CA 6, 1992).
See Castaneda v Partida, 430 US 482, 496 n 17; 97 S Ct 1272; 51 L Ed 2d 498 (1977) (“As a general rule for such large samples, if the difference between the expected value and the observed number is greater than two or three standard deviations, then the hypothesis that the jury drawing was random would be suspect to a social scientist.”).
Smith, 463 Mich at 204, quoting Rioux, 97 F3d at 655 (alteration in original).
As one commentator stated:
[T]he question answered by [the standard-deviation test], while an interesting one, is not the appropriate one for a fair cross-section analysis. The probability that the composition of a jury wheel arose by random selection from the community is not directly related to the defendant’s chances of drawing a jury of a certain composition. [Measuring underrepresentation, 103 Yale L J at 1928.]
See Jefferson, 962 F2d at 1189 (setting forth that “in the context of racial discrimination claims, the larger the number of standard deviations, the more likely the observed result is the product of discrimination rather than chance”).
See Jury poker, 8 Ohio St J Crim L at 550.
Justice Marilyn Kelly’s dissent views this treatment of the standard-deviation test as inconsistent with our criticism of the Court of Appeals. Yet she does not contest that the standard-deviation test has nothing to do with measuring whether the representation is fair and reasonable. Thus, it is not that the standard-deviation test merely has flaws like the other tests; it is that it is irrelevant to the consideration of the second prong. Therefore, unlike the other tests, it cannot logically inform our evaluation.
Although occasionally discussed, it appears that no court has applied it.
Commonwealth v Arriaga, 438 Mass 556, 566-567; 781 NE2d 1253 (2003); see Measuring underrepresentation, 103 Yale L J 1913 (proposing the use of the disparity-of-risk test).
The analysis focuses on the effects of the jury-selection system, not the effects of peremptory or for-cause strikes because the effects of these strikes on a defendant’s jury are resolved under an equal-protection analysis. See Batson v Kentucky, 476 US 79; 106 S Ct 1712; 90 L Ed 2d 69 (1986). The strategic decisions in voir dire shed no light on whether representation in venires is fair and reasonable at the outset. Thus, this analysis considers the probability of drawing a given number from a distinct group when randomly drawing 12 potential jurors at a time.
See Jury poker, 8 Ohio St J Crim L at 537 n 25. This test employs the binomial theorem to obtain the necessary probabilities for comparison. The binomial theorem in this situation expresses as a percentage the difference between what would be the expected normal distribution of a distinct group in 12-person juries assuming that representation in the jury pool is the same as in the community and the actual distribution of a group in 12-person juries assuming that the distinct group is underrepresented in the jury pool. The following results were computed using a binomial calculator available at Texas A&M University Department of Statistics chttp:// www.stat.tamu.edu/~west/applets/binomialdemo.html> (accessed June 26, 2012), with “n” representing the number of jurors drawn, “p” representing the probability of success in choosing a juror from the distinct group in one drawing, “x” representing the possible number of jurors from that group on the jury, and “Prob (x)” representing the probability of that number resulting. The results show the probabilities for an expected number of members of the distinct group in a 12-person jury if the drawing were fully representative (p = 0.0825) and the probabilities for an expected number of members of the distinct group in a 12-person jury given the known degree of underrepresentation in this case (p = 0.0417):
[[Image here]]
[613] To take an example from these results, a 12-person jury drawn from a pool proportionate to the actual population of African-Americans in Kent County (8.25 percent) would he expected to have one African-American 38.4 percent of the time, while a 12-person jury drawn from a pool containing 4.17 percent African-Americans would be expected to have one African-American 31.32 percent of the time. For a more detailed mathematical description of the binomial theorem see Jury poker, 8 Ohio St J Crim L at 537 n 25.
See Arriaga, 438 Mass at 566; United States v Green, 389 F Supp 2d 29, 54 (D Mass, 2005), overruled on other grounds by In re United States, 426 F3d 1 (CA 1, 2005); Delgado, 503 F Supp 2d at 425 (D Mass, 2007).
See Williams v Florida, 399 US 78, 100; 90 S Ct 1893; 26 L Ed 2d 446 (1970) (stating that juries must he selected so as “to provide a fair possibility for obtaining a representative cross-section of the community”).
Smith, 463 Mich at 204. The necessary evidence is available in the record to calculate the risk disparity in this case.
See Re-justifying the fair cross section requirement, 116 Yale L J at 1597 (stating that underrepresentation of what already is a small group does not “appreciably impact the defendant’s ‘fair possibility’ of a representative jury”).
We consider the disparity between the ideal risk and the actual risk for having no African-Americans on a randomly selected 12-person jury because it is the largest disparity. Thus, it represents where the under-representation most affected the expectations of a particular result. See Jury poker, 8 Ohio St J Crim L at 540 n 28.
In any randomly drawn 12-person jury drawn from a pool exactly proportionate to Kent County’s African-American population as a whole (8.25 percent), a defendant can expect no African-Americans on the jury 35.59 percent of the time. This is called the “ideal risk” because it measures the probability of a particular result without underrepresentation. However, when randomly drawing from the disproportionate jury pool that occurred in this case (4.17 percent African-American), the probability of a 12-person jury containing no African-Americans rises to 59.98 percent. This is called the “actual risk” because it measures the probability of a particular result given the actual underrepresentation. With a 4.17 percent representation rate, a defendant would expect to have no African-Americans on a 12-person jury 59.98 percent of the time. The disparity-of-risk test, thus, calculates the difference between the ideal risk (35.39 percent) and the actual risk (59.98 percent), resulting in a disparity of risk of 24.39 percent.
See id. at 541-542 (proposing a 50 percent threshold).
See id. (stating that such a line “parallel[s] the commonplace legal rule that claimants are entitled to no relief when they fail to show it is more likely than not that they have been wronged”). We also note that defendant’s risk disparity of roughly 24 percent even falls below the 37 percent threshold proposed by the author who first introduced this test. Measuring underrepresentation, 103 Yale L J at 1936-1937. We do not adopt the 37 percent threshold because there is no normative rationale for doing so.
Although the dissenting justices question our use of the disparity-of-risk test, they notably make no substantive critique of the test itself.
Duren, 439 US at 364.
Id. at 366.
Id. at 359, 366.
Id. at 368 n 26 (emphasis added).
Because defendant presented direct evidence of a systematic exclusion, we need not address whether statistics alone may establish that underrepresentation was the result of a systematic exclusion inherent in the jury-selection process.
Hubbard, 217 Mich App at 480. The minority population in Hubbard was 7.4 percent. The panel considered only the absolute-disparity test, but found the test flawed, relying largely on United States v Osorio, 801 F Supp 966, 978-979 (D Conn, 1992), for its holding that such a level of disparity resulting from nonbenign circumstances satisfied the second Duren prong.
Hubbard, 217 Mich App at 480.
Id. at 481. Although not addressed by the panel in Hubbard, given that the minority population in Hubbard was 7.4 percent, the comparative disparity ranged from 44.6 percent to 55.4 percent.
Osorio, 801 F Supp 966.
In Smith, we disapproved the concurring opinion’s endorsement of Hubbard, hut declined to reach the issue because it was unnecessary to resolve the case. Smith, 463 Mich at 205 n 1.
822 N.W.2d 124 (People v. Bryant) — published by Counsel Stack Legal Research, free access to 12M+ legal documents.
Related
Ask about People v. Bryant — and the 65 cases citing it.
Two-minute setup · Revoke anytime