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Clinical Chemistry 45: 1495-1500, 1999;
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(Clinical Chemistry. 1999;45:1495-1500.)
© 1999 American Association for Clinical Chemistry, Inc.


Articles

Predictive Value of Cord Blood Hematological Indices and Hemoglobin Barts for the Detection of Heterozygous {alpha}-Thalassemia-2 in an African-Caribbean Population

Fey P.L. van der Dijs1, Marcel Volmer2, Dieuwke G. van Gijssel-Wiersma2, Jan W. Smit3, Reind van Veen3 and Frits A.J. Muskiet2,a

1 Public Health Laboratory, Curaçao, The Netherlands Antilles.

2 Central Laboratory for Clinical Chemistry and
3 Central Laboratory for Hematology, Groningen University Hospital, 9700 RB Groningen, The Netherlands.
a Address correspondence to this author at: Central Laboratory for Clinical Chemistry, Room Y 1.147, Groningen University Hospital, P.O. Box 30.001, 9700 RB Groningen, The Netherlands. Fax 31-50-3612290; e-mail f.a.j.muskiet{at}lab.azg.nl


   Abstract
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Abstract
Introduction
Materials and Methods
Results
Discussion
References
 
Background: Cord blood hemoglobin Barts (HbBarts) and hemocytometric indices may be used for classification of newborns into those without {alpha}-thalassemia-2 ({alpha}{alpha}/{alpha}{alpha}) and with heterozygous {alpha}-thalassemia-2 (-{alpha}3.7/{alpha}{alpha}). We investigated by logistic regression analysis whether the combination of HbBarts and hemocytometric indices improves classification compared with classification based on a single analyte.

Methods: HbBarts percentages and hemocytometric indices were determined in cord blood of 208 consecutive newborns in Curaçao (Netherlands Antilles). Of these, 157 had {alpha}{alpha}/{alpha}{alpha} and 51 had -{alpha}3.7/{alpha}{alpha}, as established by DNA analysis.

Results: Between-group differences were significant for erythrocytes, mean cell volume, mean cell hemoglobin (MCH), mean cell hemoglobin concentration, platelets, hemoglobin F0 (HbF0), and HbBarts. The Logit equation of the logistic regression model, using MCH (pg) and HbBarts (%), was: 42.7164 + 5.7916(HbBarts) - 1.3110(MCH). A sensitivity of 100% was reached at a Logit value of -3.70. The corresponding specificity was 62.2%, and the predictive value of a positive test (PV+) was 46.3% (95% confidence interval, 37.0–55.7%). The relative information gains were as follows: 88% for the HbBarts-MCH combination, 26% for MCH (not significant), and 0% for HbBarts compared with the 24.6% -{alpha}3.7/{alpha}{alpha} prevalence.

Conclusion: Combined use of cord blood HbBarts and MCH improves classification compared with classification based on single hemocytometric indices.


   Introduction
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Abstract
Introduction
Materials and Methods
Results
Discussion
References
 
HPLC is a powerful tool for the simultaneous screening of newborns for hemoglobinopathies [e.g., hemoglobin (Hb)1 S, HbC, and HbE] and {alpha}-thalassemia by measurement of the percentage of hemoglobin Barts (HbBarts) (1)(2). Types 1 and 2 {alpha}-thalassemia are the commonest {alpha}-thalassemias. They are caused by partial (type-2; -{alpha}) or total (type-1; - -) {alpha}-gene deletion, which gives rise to various degrees of impaired (-{alpha}/{alpha}{alpha}, - -/{alpha}{alpha}, - -/-{alpha}) or even completely absent (- -/- -) hemoglobin {alpha}-chain synthesis as well as abnormally low hemocytometric indices [mean cell volume (MCV), mean cell hemoglobin (MCH), mean cell hemoglobin concentration (MCHC), Hb] (3)(4)(5). HbBarts is composed of four hemoglobin {gamma} chains ({gamma}{gamma}{gamma}{gamma}). It occurs at higher percentages in cord blood of newborns with {alpha}-thalassemia because of the self-assembly of the accumulating unpaired {gamma} chains. {alpha}-Thalassemia-1, which is caused by an ~20-kb deletion involving both {alpha} genes (commonly denoted as - -SEA) is prevalent in Southeast Asian populations, whereas {alpha}-thalassemia-2, which is caused by a 3.7-kb deletion involving the 3' part of the {alpha}2 gene and the 5' part of the {alpha}1 gene (commonly denoted as -{alpha}3.7) is prevalent among African populations, including those in the US and the Caribbean.

Subdivision of cord blood HbBarts percentages into HbBarts <=0.5%, 0.5% < HbBarts <= 2.0%, and 2.0%< HbBarts <= 10% corresponds to a large extent with classification into non-{alpha}-thalassemic newborns ({alpha}{alpha}/{alpha}{alpha}), and those with heterozygous (-{alpha}/{alpha}{alpha}) and homozygous (-{alpha}/-{alpha}) {alpha}-thalassemia-2, respectively (6). However, in a previous study comprising 211 consecutive spontaneous live births in the Caribbean island of Curaçao (The Netherlands Antilles), we found that this classification is far from perfect (van der Dijs et al., submitted for publication). Using the above HbBarts cutoff values, we found that 4.5% of the 158 newborns with {alpha}{alpha}/{alpha}{alpha} were misclassified into the -{alpha}/{alpha}{alpha} group. From the 51 newborns with -{alpha}/{alpha}{alpha}, 47.1% were misclassified into the {alpha}{alpha}/{alpha}{alpha} group, whereas 7.8% were misclassified into the -{alpha}/-{alpha} group. The two newborns with -{alpha}/-{alpha} were correctly classified.

Using the data of the same study group, we investigated by logistic regression analysis whether the combination of HbBarts and hemocytometric indices improves the classification of newborns into those with {alpha}{alpha}/{alpha}{alpha} and -{alpha}/{alpha}{alpha}, compared with classification based on each of these analytes separately. Because HbBarts decreases with increasing gestation in newborns with both {alpha}{alpha}/{alpha}{alpha} and -{alpha}/{alpha}{alpha} (van der Dijs et al., submitted for publication), we also entered the length of gestation into the model.


   Materials and Methods
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Abstract
Introduction
Materials and Methods
Results
Discussion
References
 
study design and study group
Cord blood was collected from consecutive and spontaneously liveborn babies in Curaçao in the period of October 1992 to January 1993. The babies were born either in the Maternity Clinic "Rio Canario" or the St. Elisabeth Hospital, where the vast majority of Curaçao births take place. Gestational age, based on the time of last menstruation, was recorded, and cord blood was analyzed for hematological indices, hemoglobin profiles, and {alpha}-thalassemia genotypes (see below). From the total number of 251 newborns, we had data on length of gestation and {alpha}-thalassemia genotype for 210. Of these, 158 had {alpha}{alpha}/{alpha}{alpha}, 51 had -{alpha}/{alpha}{alpha}, and 2 had -{alpha}/-{alpha}; there were no newborns with {alpha}-thalassemia-1. The distribution was in Hardy-Weinberg equilibrium, with expected {alpha}-thalassemia-2 genotype frequencies of 75.6% for {alpha}{alpha}/{alpha}{alpha} (found, 74.9%), 22.7% for -{alpha}/{alpha}{alpha} (found, 24.2%), and 1.7% for -{alpha}/-{alpha} (found, 0.9%). The hemoglobin profiles indicated that 190 (90.5%) had HbAA, 12 had HbAS (5.7%), and 8 had HbAC (3.8%). One of the newborns with {alpha}{alpha}/{alpha}{alpha} (HbAA; length of gestation, 38 weeks) exhibited a HbBarts percentage of 2.0%. Its MCV (104 fL) and MCH (34.8 pg) were in the low ranges of the respective 95% confidence intervals for the MCV and MCH of the entire group of {alpha}{alpha}/{alpha}{alpha} newborns. This newborn was suspected to have a form of {alpha}-thalassemia other than {alpha}-thalassemia-1 or -2 and therefore was excluded from the study.

From the finally selected 157 newborns with {alpha}{alpha}/{alpha}{alpha}, 8 had HbAS and 4 had HbAC. We had no information on the hemoglobin profile of one. From the selected 51 newborns with -{alpha}/{alpha}{alpha}, 4 had HbAS and 4 had HbAC. Both newborns with -{alpha}/-{alpha} had HbAA. We considered the finally selected group as a representative sample of the Curaçao newborn population because of the consecutive sampling design used, the agreement of the present hemoglobinopathy incidence with that of our previous screening study (1), and the encountered Hardy-Weinberg equilibrium for the {alpha}-thalassemia-2 genotypes. The study protocol was in agreement with local ethics standards and the Helsinki Declaration of 1975, as revised in 1989.

samples and methods
EDTA-anticoagulated cord blood was collected by midwives and one of the authors. After clamping, cord blood was sampled into a Vacutainer Tube containing EDTA (Becton Dickinson Vacutainer Systems Europe) and transported to the Public Health Laboratory in melting ice. Part of the blood was used for the measurement of hemocytometric indices [white blood cells, red blood cells (RBCs), hemoglobin, hematocrit, MCV, MCH, MCHC, and platelets (PLTs)] with a Coulter Counter S 550 (Coulter International). Another part of the whole blood was used immediately for hemoglobin profiling by HPLC with spectrophotometric detection according to our previously described method (1). White blood cells for DNA analyses were isolated from the rest of the EDTA blood by centrifugation at 1500g for 15 min at 24 °C followed by collection of the buffy coat. The buffy coat was subsequently washed three times with phosphate-buffered saline, pH 7.2, and resuspended in lysis buffer. The samples were frozen at -20 °C and transported to The Netherlands in dry ice for the subsequent identification of cases with {alpha}-thalassemia types 1 and 2 in the Central Laboratory for Hematology of the Groningen University Hospital by molecular biological methods. Briefly, DNA was isolated by standard phenol/chloroform extraction. {alpha}-Thalassemia-2 (a 3.7-kb deletion involving the 3' part of the {alpha}2 gene and the 5' part of the {alpha}1 gene, commonly denoted as -{alpha}3.7) was detected by two PCR amplifications of parts of the {alpha}-globin genes, using primers C10 and C2 and C10 and C3, respectively, followed by detection of PCR product presence and size after agarose gel electrophoresis and ethidium bromide staining (7). {alpha}-Thalassemia-1 (an ~20-kb deletion involving both {alpha} genes, commonly denoted as - -SEA) was also detected by two PCR amplifications using primer sets 7 and 8 and 7 and 9, respectively, followed by the same detection procedures (8).

data analysis and statistics
Between-group (univariate) differences in the gestational age, hemocytometric indices, and hemoglobin percentages of newborns with {alpha}{alpha}/{alpha}{alpha} and -{alpha}/{alpha}{alpha} were investigated with the Mann–Whitney U-test (9) at P <0.05. ROC curves were constructed with a computer program (ROC 2.1; University Hospital Groningen) to examine the diagnostic value of each analyte. Newborns with {alpha}{alpha}/{alpha}{alpha} served as the reference group, whereas those with -{alpha}/{alpha}{alpha} were the patient group. The AUCs of the ROC curves and their 95% confidence intervals (CIs) were evaluated as measures of diagnostic accuracy (10). The percentage of relative information gain was calculated from the difference between the predictive value of a positive test (PV+, also called posttest probability) and the prevalence (P, also called pre-test probability) as follows: 100 x (PV+ - P)/P.

A (multivariate) logistic regression analysis (SYSTAT-7; SPSS) was performed to identify the combination of those analytes that yielded optimal separation between newborns with {alpha}{alpha}/{alpha}{alpha} as the reference group and those with -{alpha}/{alpha}{alpha} as the patient group. Stepwise selection was used to obtain the best subset of analytes in the logistic regression model (probability to enter and to remove, 0.15). The following analytes were initially used for the stepwise procedure: gestational age, RBCs, MCV, MCH, MCHC, PLTs, HbF0 and HbBarts. Hosmer-Lemeshow statistics were used to test the goodness of fit of the logistic regression. The estimated Logit g (X) = constant + aX1 + bX2 + ... pXp of the final logistic regression model was used as a new variable for the ROC curve method (11). In this formula X1, X2 ... Xp represent the various analytes, whereas a, b, ... p are the coefficients of the regression equation.


   Results
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Abstract
Introduction
Materials and Methods
Results
Discussion
References
 
The lengths of gestation, hemocytometric indices, and hemoglobin percentages, together with the outcome of the Logit equation (see below) for the 157 newborns with {alpha}{alpha}/{alpha}{alpha} and the 51 with -{alpha}/{alpha}{alpha} are shown in Table 1 . Using the Mann–Whitney U-test, we found significant between-group differences for RBCs, MCV, MCH, MCHC, PLTs, HbF0, HbBarts, and the Logit outcome. These differences were confirmed by evaluation of the 95% CIs of the respective AUCs (Table 1 , column 4), using the criterion AUC >0.5. The two analytes that entered the logistic regression model, using the stepwise selection procedure, were MCH and HbBarts. These were among the analytes with the highest AUCs (Table 1 ). The Logit equation of the logistic regression model was: 42.7164 + 5.7916(HbBarts) - 1.3110(MCH), in which HbBarts is in percentage and MCH is in picograms. The equation implies that at a given MCH, the chance of having -{alpha}/{alpha}{alpha} increases by a factor 32.8 (95% CI of this odds ratio, 2.8–377.8) compared with having {alpha}{alpha}/{alpha}{alpha} for each 0.1% increase in HbBarts. Analogously, at a given HbBarts, the chance of having -{alpha}/{alpha}{alpha} increases with a factor 3.7 (95% CI, 2.3–5.9) for each 1-pg reduction of the MCH. The Hosmer-Lemeshow statistics, using the deciles of risk strategy, indicated excellent goodness of fit of the logistic regression equation (P = 0.997). Fig. 1 shows a comparison between the ROC curves of the MCH (left panel), HbBarts (middle panel), and the outcome of the Logit equation, using the MCH and HbBarts (right panel). The MCV had no additive value in the multivariate approach.


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Table 1. Gestation length, hemocytometric indices, hemoglobin percentages, and Logit outcome for newborns with {alpha}{alpha}/{alpha}{alpha} and -{alpha}/{alpha}{alpha}.



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Figure 1. ROC curves for the diagnosis of heterozygous {alpha}-thalassemia-2, based on cord blood MCH (left), HbBarts percentage (middle), and the outcome of the Logit equation for MCH and HbBarts (right).

For areas under the ROC curves, see Table 1Up . The Logit equation of the logistic regression model was: 42.7164 + 5.7916(HbBarts) - 1.3110(MCH), in which HbBarts is in percentage and MCH is in picograms.

The frequency distributions of the Logit (MCH, HbBarts) outcomes for newborns with {alpha}{alpha}/{alpha}{alpha} and -{alpha}/{alpha}{alpha} are shown in Fig. 2 . A sensitivity of 100% was reached at a Logit value of -3.70. The corresponding specificity was 62.2%, and the corresponding PV+ was 46.3% (95% binominal CI, 37.0–55.7%). At this PV+, the relative information gain was 88% when compared with the 24.6% -{alpha}/{alpha}{alpha} prevalence of the present study population. Fig. 3 shows for the Logit the influence of the -{alpha}/{alpha}{alpha} prevalence on PV+ at the fixed sensitivity of 100% and the fixed specificity of 62.2%. The PV+ was significantly different from the prevalence in a prevalence range of 5–90%. Comparison with classification based on MCH and HbBarts separately gave the following results. A sensitivity of 100% for the MCH was reached at a cutoff value of 37.2 pg, at which the PV+ was 31.1% (95% CI, 24.0–38.2%). A sensitivity of 100% for HbBarts was reached at a value of 0.0%. The PV+ at this cutoff value was 24.6% (95% CI, 18.8–30.5%). These results imply that neither MCH nor HbBarts exhibited a significant information gain compared with the 24.6% -{alpha}/{alpha}{alpha} prevalence.



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Figure 2. Frequency distributions for the outcomes of the Logit equation for newborns with {alpha}{alpha}/{alpha}{alpha} and -{alpha}/{alpha}{alpha}.

The distributions of {alpha}{alpha}/{alpha}{alpha} and -{alpha}/{alpha}{alpha} have equal AUCs. For medians and 95% CIs of the ranges, see Table 1Up . A sensitivity of 100% (PV- = 100%) was reached at a Logit value of -3.70. The corresponding specificity was 62.2%, and the corresponding PV+ was 46.3% (see Fig. 3Up ). Visual inspection of the graph suggests a cutoff of approximately -7.0 for 100% sensitivity of the Logit value. This is attributable to rough assumptions in density estimation during the preparation of the graph.



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Figure 3. Relationship between -{alpha}/{alpha}{alpha} prevalence and PV+ at 100% predictive value of a negative test (PV-), as derived from the outcome of the Logit equation.

The data were calculated for a fixed 100% sensitivity and 62.2% specificity (i.e., at a -3.70 cutoff value for the Logit equation; see Fig. 2Up ). The dotted lines represent the 95% CIs of PV+. PV+ was significantly different from the prevalence in the prevalence range of 5–99%. • represents the prevalence and PV+ for -{alpha}/{alpha}{alpha} in the present study population (prevalence, 24.6%; PV+ = 46.3%; 95% CI, 37.0–55.7%). Relative information gain (%) equals 100 x (PV+ - prevalence)/prevalence. The lines were plotted by the use of smoothening (spline function), which gives rise to some degree of inaccuracy at the curve ends.


   Discussion
Top
Abstract
Introduction
Materials and Methods
Results
Discussion
References
 
We measured cord blood hemocytometric indices and hemoglobin profiles of 208 spontaneously born infants on the Caribbean island of Curaçao. After their genotypic classification into those without {alpha}-thalassemia-2 ({alpha}{alpha}/{alpha}{alpha}; n = 157) and those with heterozygous {alpha}-thalassemia-2 (-{alpha}/{alpha}{alpha}; n = 51), we made between-group comparisons of the hemocytometric indices and hemoglobin profiles by two univariate tests (Mann–Whitney U-test and ROC curve method) and by multivariate analysis (logistic regression). The aim of the study was to investigate whether we could improve the predictive value for the establishment of heterozygous {alpha}-thalassemia-2 by using a combination of hemocytometric indices and hemoglobin percentages in a multivariate model. Because at least one of the analytes of importance, i.e., HbBarts, decreases with gestation in both newborns with {alpha}{alpha}/{alpha}{alpha} and -{alpha}/{alpha}{alpha} (van der Dijs et al., submitted for publication), we also entered the length of gestation into the model.

Most importantly, we found statistically significant univariate differences for RBCs, MCV, MCH, MCHC, PLTs, HbF0, and HbBarts (Table 1Up ). MCH, MCV, and HbBarts exhibited the biggest differences (Fig. 1Up ). Logistic regression analysis identified MCH and HbBarts as the analytes that caused maximum separation between the {alpha}{alpha}/{alpha}{alpha} and -{alpha}/{alpha}{alpha} groups. MCV did not enter the model. The Logit equation was 42.7164 + 5.7916(HbBarts) - 1.3110(MCH), and a sensitivity of 100% (i.e., 100% predictive value of a negative test) was reached at a Logit cutoff value of -3.70. The corresponding specificity was 62.2%, and the PV+ was 46.3% with a 95% CI of 37.0–55.7%. These results imply that newborns with Logit values below -3.70 do not have heterozygous {alpha}-thalassemia-2 and that those with Logit values equal to or above -3.70 have a 46.3% chance to carry the -{alpha}/{alpha}{alpha} genotype. In other words, the 46.3% posttest chance calculated with the logistic regression analysis is statistically significant and gives rise to a 88% relative information gain when compared with the 24.6% pre-test probability of heterozygous {alpha}-thalassemia in the Curaçao population. The multivariate approach is a considerable improvement compared with univariate evaluation because the corresponding posttest chance for the MCH was 31.1% (when MCH is <=37.2 pg), whereas that for HbBarts, it was 24.6% (when HbBarts is >=0.0%). These posttest chances were not significantly different from the prevalence, implying that neither MCH nor HbBarts contribute to the information gain when evaluated separately. We conclude that the combination of MCH and HbBarts is more useful for the screening of {alpha}-thalassemia in Curaçao compared with the use of each of the hemocytometric indices and hemoglobin percentages separately.

The question arose whether the above conclusion also applies for populations with different {alpha}-thalassemia-2 prevalences or with more complex mixtures of {alpha}-thalassemias, such as mixtures with the other common {alpha}-thalassemia (i.e., type 1) and the less frequently occurring non-deletion {alpha}-thalassemias (4). It also remains to be seen whether the same Logit equation and cutoff value can be adopted by other laboratories. Newborns with heterozygous {alpha}-thalassemia-1 and those who are double heterozygous for {alpha}-thalassemia-1 and {alpha}-thalassemia-2 (HbH disease) have lower MCH concentrations and higher percentages of HbBarts in cord blood compared with those with heterozygous {alpha}-thalassemia-2 (4)(6). The present Logit cutoff value is, therefore, likely to classify them into the group with -{alpha}/{alpha}{alpha}. Subsequent DNA analyses will be needed to identify the molecular biologic defects of the underlying {alpha}-thalassemia. The most critical factors in adopting the Logit equation and its cutoff value in other laboratories seem to be the inter- and intralaboratory accuracy and precision of the MCH and HbBarts measurements and the prevalence of {alpha}-thalassemia-2 in the population being studied. With respect to accuracy and precision, it is imperative to have similar MCH and HbBarts reference values, as given in Table 1Up . With respect to the prevalence of {alpha}-thalassemia-2, our data indicate (Fig. 3Up ) that there is statistically significant information gain when one is dealing with an {alpha}-thalassemia-2 prevalence in the 5–90% range. A more relevant criterion, however, is the magnitude of the desired information gain. For example, the {alpha}-thalassemia prevalence range becomes restricted to 5% to ~20% when the relative information gain is set at >=100% (Fig. 3Up ). We conclude that newborns with heterozygous {alpha}-thalassemia-1 and double heterozygous {alpha}-thalassemia-1 and -2 are very likely to be codetected with the present Logit cutoff value. The most important factors for adopting the present Logit equation and cutoff value by others is the interlaboratory comparability of the MCH and HbBarts results in the sense of accuracy, precision, and reference values. The reference values obviously should have been established by the same method [i.e., according to IFCC recommendations (12)]. Other considerations are the prevalence of {alpha}-thalassemia in the study population and the required information gain.

In summary, we conclude that the combined use of the cord blood MCH concentration and percentage of HbBarts improves the predictive value of a positive test for heterozygous {alpha}-thalassemia-2 from 24.6% to 46.3%, with no false negatives, in a Caribbean population of predominantly West African descent. The 88% relative information gain is higher than that for the use of the MCH and HbBarts separately. Codetection of homozygous {alpha}-thalassemia-2, heterozygous {alpha}-thalassemia-1, and double heterozygous {alpha}-thalassemia-1 and -2 (HbH disease) is very likely because these conditions are generally characterized by lower MCH and higher HbBarts compared with heterozygous {alpha}-thalassemia-2. The Logit equation of the logistic regression model and the Logit cutoff value may be of use to other laboratories, provided that they ensure comparability with the present reference values for the MCH and HbBarts. The multivariate approach is only meaningful when both the prevalence of {alpha}-thalassemia-2 in the study population and the required information gain are taken into account. Finally, it should be pointed out that predictive models might give overoptimistic results and that the present model should as yet be validated by independent data to establish its usefulness in daily practice.


   Acknowledgments
 
We thank Etienne Winklaar and Celeste Rosado for performing the hemoglobin profiling, and Herman J.R. Velvis for valuable aid in sample collection.


   Footnotes
 
1 Nonstandard abbreviations: Hb, hemoglobin; HbBarts, hemoglobin Barts; MCV, mean cell volume; MCH, mean cell hemoglobin; MCHC, mean cell hemoglobin concentration; RBC, red blood cell; PLT, platelet; PV+, predictive value of a positive test; AUC, area under the curve; and CI, confidence interval.


   References
Top
Abstract
Introduction
Materials and Methods
Results
Discussion
References
 

  1. van der Dijs FPL, van den Berg GA, Schermer JG, Muskiet FD, Landman H, Muskiet FAJ. Screening cord blood for hemoglobinopathies and thalassemia by HPLC. Clin Chem 1992;38:1864-1869. [Abstract/Free Full Text]
  2. Fucharoen S, Winichagoon P, Wisedpanichkij R, Sae-Ngow B, Sriphanich R, Oncoung W, et al. Prenatal and postnatal diagnoses of thalassemias and hemoglobinopathies by HPLC. Clin Chem 1998;44:740-748. [Abstract/Free Full Text]
  3. Bunn HF, Forget BG. Hemoglobin: molecular, genetic and clinical aspect. Philadelphia: WB Saunders, 1986:677pp..
  4. Higgs DR. {alpha}-Thalassaemia. In: Higgs DR Weatherall DJ, eds. Bailliere's clinical haematology. The haemoglobinopathies. London: Baillière Tindall, 1993:117–50..
  5. Weatherall DJ. The thalassaemias. Br Med J 1997;314:1675-1678. [Free Full Text]
  6. Lie-Injo LE, Solai A, Herrera AR, Nicolaisen L, Kan YW, Wan WP, Hasen K. Hb Barts's level in cord blood and deletions of {alpha}-globin-genes. Blood 1982;59:370-376. [Abstract/Free Full Text]
  7. Dodé C, Krishnamoorthy R, Lamb J, Rochette J. Rapid analysis of -{alpha}3.7 thalassemia and {alpha}{alpha}{alpha}anti 3.7 triplication by enzymatic amplification analysis. Br J Haematol 1992;82:105-111.
  8. Bowden DK, Vickers MA, Higgs DR. A PCR-based strategy to detect the common severe determinants of {alpha} thalassaemia. Br J Haematol 1992;81:104-108. [Web of Science][Medline] [Order article via Infotrieve]
  9. Conover WJ. Practical nonparametric statistics, 2nd ed. New York: John Wiley & Sons, 1980:493pp..
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  12. Gräsbeck R. Reference values, why and how. Scand J Clin Lab Investig 1990;50(Suppl 201):45-53.




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