quantaphase folates Search Results


90
Bio-Rad quantaphase ii folate radioassay kit
Quantaphase Ii Folate Radioassay Kit, supplied by Bio-Rad, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Bio-Rad quantaphase ii folate
Quantaphase Ii Folate, supplied by Bio-Rad, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Bio-Rad quantaphase ii folate assay kit

Quantaphase Ii Folate Assay Kit, supplied by Bio-Rad, used in various techniques. Bioz Stars score: 96/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Bio-Rad quantaphase ii folate/vitamin b12 radioassay

Quantaphase Ii Folate/Vitamin B12 Radioassay, supplied by Bio-Rad, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Bio-Rad quantaphase ii assay
Regression models for blood folate data generated by the BR and the MBA. (A) Finding the best fit for serum folate data in a convenience set of serum samples (n = 325) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (39 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.94; piecewise linear, 0.95; and fractional polynomial, 0.95. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(0.847 · x + 0.372); piecewise linear, y = 10**(1.0847 · x + 0.0636) if x ≤1.595 and y = 10**(0.6591 · x + 0.7424) if x >1.595; and fractional polynomial, y = 10**(0.0188 · x3 – 2.7109 · x−1/2 + 3.8276). (B) Linear regression model showing the influence of MTHFR genotype on whole-blood folate in a convenience set of whole-blood samples (n = 171) (5). The correlation coefficients (R2) were as follows: C/C, 0.83; C/T, 0.92; and T/T, 0.80. The regression equations with x = log10BR and y = MBA were as follows: C/C, y = 10**(1.0937 · x + 0.0707); C/T, y = 10**(1.1137 · x + 0.0180); and T/T, y = 10**(0.9441 · x + 0.2924). (C) Finding the best fit for whole-blood folate data in a convenience set of whole-blood samples (n = 171) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (229 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.80; piecewise linear, 0.80; and fractional polynomial, 0.80. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(1.0179 · x + 0.2175); piecewise linear, y = 10**(1.1108 · x + 0.0147) if x ≤2.36 and y = 10**(0.8216 · x + 0.6972) if x >2.36; and fractional polynomial, y = 10**(−15.4588 · x−2 * logex – 1.1317 · x−2 + 5.2092). Note: **designates exponential. BR, <t>Bio-Rad</t> radioassay; MBA, microbiologic assay.
Quantaphase Ii Assay, supplied by Bio-Rad, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Bio-Rad quantaphase ii b12/folate radiobinding kit
Regression models for blood folate data generated by the BR and the MBA. (A) Finding the best fit for serum folate data in a convenience set of serum samples (n = 325) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (39 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.94; piecewise linear, 0.95; and fractional polynomial, 0.95. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(0.847 · x + 0.372); piecewise linear, y = 10**(1.0847 · x + 0.0636) if x ≤1.595 and y = 10**(0.6591 · x + 0.7424) if x >1.595; and fractional polynomial, y = 10**(0.0188 · x3 – 2.7109 · x−1/2 + 3.8276). (B) Linear regression model showing the influence of MTHFR genotype on whole-blood folate in a convenience set of whole-blood samples (n = 171) (5). The correlation coefficients (R2) were as follows: C/C, 0.83; C/T, 0.92; and T/T, 0.80. The regression equations with x = log10BR and y = MBA were as follows: C/C, y = 10**(1.0937 · x + 0.0707); C/T, y = 10**(1.1137 · x + 0.0180); and T/T, y = 10**(0.9441 · x + 0.2924). (C) Finding the best fit for whole-blood folate data in a convenience set of whole-blood samples (n = 171) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (229 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.80; piecewise linear, 0.80; and fractional polynomial, 0.80. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(1.0179 · x + 0.2175); piecewise linear, y = 10**(1.1108 · x + 0.0147) if x ≤2.36 and y = 10**(0.8216 · x + 0.6972) if x >2.36; and fractional polynomial, y = 10**(−15.4588 · x−2 * logex – 1.1317 · x−2 + 5.2092). Note: **designates exponential. BR, <t>Bio-Rad</t> radioassay; MBA, microbiologic assay.
Quantaphase Ii B12/Folate Radiobinding Kit, supplied by Bio-Rad, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Bio-Rad quantaphase ii folate/vitamin b12 radiometric test kit
Regression models for blood folate data generated by the BR and the MBA. (A) Finding the best fit for serum folate data in a convenience set of serum samples (n = 325) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (39 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.94; piecewise linear, 0.95; and fractional polynomial, 0.95. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(0.847 · x + 0.372); piecewise linear, y = 10**(1.0847 · x + 0.0636) if x ≤1.595 and y = 10**(0.6591 · x + 0.7424) if x >1.595; and fractional polynomial, y = 10**(0.0188 · x3 – 2.7109 · x−1/2 + 3.8276). (B) Linear regression model showing the influence of MTHFR genotype on whole-blood folate in a convenience set of whole-blood samples (n = 171) (5). The correlation coefficients (R2) were as follows: C/C, 0.83; C/T, 0.92; and T/T, 0.80. The regression equations with x = log10BR and y = MBA were as follows: C/C, y = 10**(1.0937 · x + 0.0707); C/T, y = 10**(1.1137 · x + 0.0180); and T/T, y = 10**(0.9441 · x + 0.2924). (C) Finding the best fit for whole-blood folate data in a convenience set of whole-blood samples (n = 171) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (229 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.80; piecewise linear, 0.80; and fractional polynomial, 0.80. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(1.0179 · x + 0.2175); piecewise linear, y = 10**(1.1108 · x + 0.0147) if x ≤2.36 and y = 10**(0.8216 · x + 0.6972) if x >2.36; and fractional polynomial, y = 10**(−15.4588 · x−2 * logex – 1.1317 · x−2 + 5.2092). Note: **designates exponential. BR, <t>Bio-Rad</t> radioassay; MBA, microbiologic assay.
Quantaphase Ii Folate/Vitamin B12 Radiometric Test Kit, supplied by Bio-Rad, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Bio-Rad quantaphase ii b12/folate radioassay
Regression models for blood folate data generated by the BR and the MBA. (A) Finding the best fit for serum folate data in a convenience set of serum samples (n = 325) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (39 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.94; piecewise linear, 0.95; and fractional polynomial, 0.95. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(0.847 · x + 0.372); piecewise linear, y = 10**(1.0847 · x + 0.0636) if x ≤1.595 and y = 10**(0.6591 · x + 0.7424) if x >1.595; and fractional polynomial, y = 10**(0.0188 · x3 – 2.7109 · x−1/2 + 3.8276). (B) Linear regression model showing the influence of MTHFR genotype on whole-blood folate in a convenience set of whole-blood samples (n = 171) (5). The correlation coefficients (R2) were as follows: C/C, 0.83; C/T, 0.92; and T/T, 0.80. The regression equations with x = log10BR and y = MBA were as follows: C/C, y = 10**(1.0937 · x + 0.0707); C/T, y = 10**(1.1137 · x + 0.0180); and T/T, y = 10**(0.9441 · x + 0.2924). (C) Finding the best fit for whole-blood folate data in a convenience set of whole-blood samples (n = 171) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (229 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.80; piecewise linear, 0.80; and fractional polynomial, 0.80. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(1.0179 · x + 0.2175); piecewise linear, y = 10**(1.1108 · x + 0.0147) if x ≤2.36 and y = 10**(0.8216 · x + 0.6972) if x >2.36; and fractional polynomial, y = 10**(−15.4588 · x−2 * logex – 1.1317 · x−2 + 5.2092). Note: **designates exponential. BR, <t>Bio-Rad</t> radioassay; MBA, microbiologic assay.
Quantaphase Ii B12/Folate Radioassay, supplied by Bio-Rad, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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96
Bio-Rad wks serum folate radio protein binding quantaphase ii
Regression models for blood folate data generated by the BR and the MBA. (A) Finding the best fit for serum folate data in a convenience set of serum samples (n = 325) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (39 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.94; piecewise linear, 0.95; and fractional polynomial, 0.95. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(0.847 · x + 0.372); piecewise linear, y = 10**(1.0847 · x + 0.0636) if x ≤1.595 and y = 10**(0.6591 · x + 0.7424) if x >1.595; and fractional polynomial, y = 10**(0.0188 · x3 – 2.7109 · x−1/2 + 3.8276). (B) Linear regression model showing the influence of MTHFR genotype on whole-blood folate in a convenience set of whole-blood samples (n = 171) (5). The correlation coefficients (R2) were as follows: C/C, 0.83; C/T, 0.92; and T/T, 0.80. The regression equations with x = log10BR and y = MBA were as follows: C/C, y = 10**(1.0937 · x + 0.0707); C/T, y = 10**(1.1137 · x + 0.0180); and T/T, y = 10**(0.9441 · x + 0.2924). (C) Finding the best fit for whole-blood folate data in a convenience set of whole-blood samples (n = 171) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (229 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.80; piecewise linear, 0.80; and fractional polynomial, 0.80. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(1.0179 · x + 0.2175); piecewise linear, y = 10**(1.1108 · x + 0.0147) if x ≤2.36 and y = 10**(0.8216 · x + 0.6972) if x >2.36; and fractional polynomial, y = 10**(−15.4588 · x−2 * logex – 1.1317 · x−2 + 5.2092). Note: **designates exponential. BR, <t>Bio-Rad</t> radioassay; MBA, microbiologic assay.
Wks Serum Folate Radio Protein Binding Quantaphase Ii, supplied by Bio-Rad, used in various techniques. Bioz Stars score: 96/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Bio-Rad quantaphase ii folate vitamin b 12 radioassay kit
Regression models for blood folate data generated by the BR and the MBA. (A) Finding the best fit for serum folate data in a convenience set of serum samples (n = 325) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (39 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.94; piecewise linear, 0.95; and fractional polynomial, 0.95. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(0.847 · x + 0.372); piecewise linear, y = 10**(1.0847 · x + 0.0636) if x ≤1.595 and y = 10**(0.6591 · x + 0.7424) if x >1.595; and fractional polynomial, y = 10**(0.0188 · x3 – 2.7109 · x−1/2 + 3.8276). (B) Linear regression model showing the influence of MTHFR genotype on whole-blood folate in a convenience set of whole-blood samples (n = 171) (5). The correlation coefficients (R2) were as follows: C/C, 0.83; C/T, 0.92; and T/T, 0.80. The regression equations with x = log10BR and y = MBA were as follows: C/C, y = 10**(1.0937 · x + 0.0707); C/T, y = 10**(1.1137 · x + 0.0180); and T/T, y = 10**(0.9441 · x + 0.2924). (C) Finding the best fit for whole-blood folate data in a convenience set of whole-blood samples (n = 171) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (229 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.80; piecewise linear, 0.80; and fractional polynomial, 0.80. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(1.0179 · x + 0.2175); piecewise linear, y = 10**(1.1108 · x + 0.0147) if x ≤2.36 and y = 10**(0.8216 · x + 0.6972) if x >2.36; and fractional polynomial, y = 10**(−15.4588 · x−2 * logex – 1.1317 · x−2 + 5.2092). Note: **designates exponential. BR, <t>Bio-Rad</t> radioassay; MBA, microbiologic assay.
Quantaphase Ii Folate Vitamin B 12 Radioassay Kit, supplied by Bio-Rad, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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97
Bio-Rad radioassay kit
Regression models for blood folate data generated by the BR and the MBA. (A) Finding the best fit for serum folate data in a convenience set of serum samples (n = 325) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (39 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.94; piecewise linear, 0.95; and fractional polynomial, 0.95. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(0.847 · x + 0.372); piecewise linear, y = 10**(1.0847 · x + 0.0636) if x ≤1.595 and y = 10**(0.6591 · x + 0.7424) if x >1.595; and fractional polynomial, y = 10**(0.0188 · x3 – 2.7109 · x−1/2 + 3.8276). (B) Linear regression model showing the influence of MTHFR genotype on whole-blood folate in a convenience set of whole-blood samples (n = 171) (5). The correlation coefficients (R2) were as follows: C/C, 0.83; C/T, 0.92; and T/T, 0.80. The regression equations with x = log10BR and y = MBA were as follows: C/C, y = 10**(1.0937 · x + 0.0707); C/T, y = 10**(1.1137 · x + 0.0180); and T/T, y = 10**(0.9441 · x + 0.2924). (C) Finding the best fit for whole-blood folate data in a convenience set of whole-blood samples (n = 171) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (229 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.80; piecewise linear, 0.80; and fractional polynomial, 0.80. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(1.0179 · x + 0.2175); piecewise linear, y = 10**(1.1108 · x + 0.0147) if x ≤2.36 and y = 10**(0.8216 · x + 0.6972) if x >2.36; and fractional polynomial, y = 10**(−15.4588 · x−2 * logex – 1.1317 · x−2 + 5.2092). Note: **designates exponential. BR, <t>Bio-Rad</t> radioassay; MBA, microbiologic assay.
Radioassay Kit, supplied by Bio-Rad, used in various techniques. Bioz Stars score: 97/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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radioassay kit - by Bioz Stars, 2026-04
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90
Bio-Rad quantaphase b12/folate dual assay ria
Regression models for blood folate data generated by the BR and the MBA. (A) Finding the best fit for serum folate data in a convenience set of serum samples (n = 325) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (39 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.94; piecewise linear, 0.95; and fractional polynomial, 0.95. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(0.847 · x + 0.372); piecewise linear, y = 10**(1.0847 · x + 0.0636) if x ≤1.595 and y = 10**(0.6591 · x + 0.7424) if x >1.595; and fractional polynomial, y = 10**(0.0188 · x3 – 2.7109 · x−1/2 + 3.8276). (B) Linear regression model showing the influence of MTHFR genotype on whole-blood folate in a convenience set of whole-blood samples (n = 171) (5). The correlation coefficients (R2) were as follows: C/C, 0.83; C/T, 0.92; and T/T, 0.80. The regression equations with x = log10BR and y = MBA were as follows: C/C, y = 10**(1.0937 · x + 0.0707); C/T, y = 10**(1.1137 · x + 0.0180); and T/T, y = 10**(0.9441 · x + 0.2924). (C) Finding the best fit for whole-blood folate data in a convenience set of whole-blood samples (n = 171) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (229 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.80; piecewise linear, 0.80; and fractional polynomial, 0.80. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(1.0179 · x + 0.2175); piecewise linear, y = 10**(1.1108 · x + 0.0147) if x ≤2.36 and y = 10**(0.8216 · x + 0.6972) if x >2.36; and fractional polynomial, y = 10**(−15.4588 · x−2 * logex – 1.1317 · x−2 + 5.2092). Note: **designates exponential. BR, <t>Bio-Rad</t> radioassay; MBA, microbiologic assay.
Quantaphase B12/Folate Dual Assay Ria, supplied by Bio-Rad, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Image Search Results


Journal: The Cochrane Database of Systematic Reviews

Article Title: Fortification of wheat and maize flour with folic acid for population health outcomes

doi: 10.1002/14651858.CD012150.pub2

Figure Lengend Snippet:

Article Snippet: Hertrampf 2003 , Wheat , Wheat flour fortified with folic acid and B‐vitamins , Unontrolled before‐and‐after (same participants at baseline and follow‐up) , Women of reproductive age attending the Maternal and Infant Health Programme of the National Health Service , 751 , 3 outpatient clinics in Santiago, Chile , Low serum folate (< 3.2 nmol/L): 1.3%, low erythrocyte folate (< 181 nmol/L): 10.6% , approximately 1 year , Not specified , 2.2 mg/kg , QuantaPhase II Folate Assay kit (Bio‐Rad Laboratories, Hercules, CA) , 427 ± 18 μg/day , Serum folate, erythrocyte folate, low serum folate (< 3.2 nmol/L), low RBC folate (< 181 nmol/L) , Serum folate increased from mean ± SD 9.7 ± 4.32 nmol/L to 37.2 ± 9.6 nmol/L . Erythrocyte folate increased from mean ± SD 290 ± 102 nmol/L to 707 ± 179 nmol/L. The prevalence of low serum and RBC folate was not significantly different.

Techniques: Extraction, Microbial Assay, Concentration Assay, Diagnostic Assay, Clinical Proteomics, High Performance Liquid Chromatography

Regression models for blood folate data generated by the BR and the MBA. (A) Finding the best fit for serum folate data in a convenience set of serum samples (n = 325) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (39 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.94; piecewise linear, 0.95; and fractional polynomial, 0.95. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(0.847 · x + 0.372); piecewise linear, y = 10**(1.0847 · x + 0.0636) if x ≤1.595 and y = 10**(0.6591 · x + 0.7424) if x >1.595; and fractional polynomial, y = 10**(0.0188 · x3 – 2.7109 · x−1/2 + 3.8276). (B) Linear regression model showing the influence of MTHFR genotype on whole-blood folate in a convenience set of whole-blood samples (n = 171) (5). The correlation coefficients (R2) were as follows: C/C, 0.83; C/T, 0.92; and T/T, 0.80. The regression equations with x = log10BR and y = MBA were as follows: C/C, y = 10**(1.0937 · x + 0.0707); C/T, y = 10**(1.1137 · x + 0.0180); and T/T, y = 10**(0.9441 · x + 0.2924). (C) Finding the best fit for whole-blood folate data in a convenience set of whole-blood samples (n = 171) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (229 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.80; piecewise linear, 0.80; and fractional polynomial, 0.80. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(1.0179 · x + 0.2175); piecewise linear, y = 10**(1.1108 · x + 0.0147) if x ≤2.36 and y = 10**(0.8216 · x + 0.6972) if x >2.36; and fractional polynomial, y = 10**(−15.4588 · x−2 * logex – 1.1317 · x−2 + 5.2092). Note: **designates exponential. BR, Bio-Rad radioassay; MBA, microbiologic assay.

Journal: The Journal of Nutrition

Article Title: Changes in Measurement Procedure from a Radioassay to a Microbiologic Assay Necessitate Adjustment of Serum and RBC Folate Concentrations in the U.S. Population from the NHANES 1988-2010 1 2

doi: 10.3945/jn.111.156901

Figure Lengend Snippet: Regression models for blood folate data generated by the BR and the MBA. (A) Finding the best fit for serum folate data in a convenience set of serum samples (n = 325) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (39 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.94; piecewise linear, 0.95; and fractional polynomial, 0.95. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(0.847 · x + 0.372); piecewise linear, y = 10**(1.0847 · x + 0.0636) if x ≤1.595 and y = 10**(0.6591 · x + 0.7424) if x >1.595; and fractional polynomial, y = 10**(0.0188 · x3 – 2.7109 · x−1/2 + 3.8276). (B) Linear regression model showing the influence of MTHFR genotype on whole-blood folate in a convenience set of whole-blood samples (n = 171) (5). The correlation coefficients (R2) were as follows: C/C, 0.83; C/T, 0.92; and T/T, 0.80. The regression equations with x = log10BR and y = MBA were as follows: C/C, y = 10**(1.0937 · x + 0.0707); C/T, y = 10**(1.1137 · x + 0.0180); and T/T, y = 10**(0.9441 · x + 0.2924). (C) Finding the best fit for whole-blood folate data in a convenience set of whole-blood samples (n = 171) (4). The dashed vertical line represents the knot for the piecewise linear regression determined through a grid search (229 nmol/L). The correlation coefficients (R2) were as follows: linear, 0.80; piecewise linear, 0.80; and fractional polynomial, 0.80. The regression equations with x = log10BR and y = MBA were as follows: linear, y = 10**(1.0179 · x + 0.2175); piecewise linear, y = 10**(1.1108 · x + 0.0147) if x ≤2.36 and y = 10**(0.8216 · x + 0.6972) if x >2.36; and fractional polynomial, y = 10**(−15.4588 · x−2 * logex – 1.1317 · x−2 + 5.2092). Note: **designates exponential. BR, Bio-Rad radioassay; MBA, microbiologic assay.

Article Snippet: However, a recalibrated Bio-Rad Quantaphase II assay (using a spectrophotometrically verified folic acid calibrator) was introduced in 1993 and was used in the second phase of NHANES III (1991–1994) and in NHANES 1999–2006 ( 3 ).

Techniques: Generated

Frequency distribution curves for unadjusted and assay-adjusted serum folate data for NHANES 1988–1994 (A; n = 23,361 unadjusted and 23,359 adjusted), for 1999–2002 (B; n = 15,653 unadjusted and adjusted), and for 2003–2006 (C; n = 15,331 unadjusted and adjusted) and for unadjusted data for NHANES 2007–2010 (D; n = 15,889). Adjustments were performed by regressing Bio-Rad radioassay data from 1988 to 1994 and from 1999 to 2006 to microbiologic assay–equivalent data.

Journal: The Journal of Nutrition

Article Title: Changes in Measurement Procedure from a Radioassay to a Microbiologic Assay Necessitate Adjustment of Serum and RBC Folate Concentrations in the U.S. Population from the NHANES 1988-2010 1 2

doi: 10.3945/jn.111.156901

Figure Lengend Snippet: Frequency distribution curves for unadjusted and assay-adjusted serum folate data for NHANES 1988–1994 (A; n = 23,361 unadjusted and 23,359 adjusted), for 1999–2002 (B; n = 15,653 unadjusted and adjusted), and for 2003–2006 (C; n = 15,331 unadjusted and adjusted) and for unadjusted data for NHANES 2007–2010 (D; n = 15,889). Adjustments were performed by regressing Bio-Rad radioassay data from 1988 to 1994 and from 1999 to 2006 to microbiologic assay–equivalent data.

Article Snippet: However, a recalibrated Bio-Rad Quantaphase II assay (using a spectrophotometrically verified folic acid calibrator) was introduced in 1993 and was used in the second phase of NHANES III (1991–1994) and in NHANES 1999–2006 ( 3 ).

Techniques:

Frequency distribution curves for unadjusted and assay-adjusted RBC folate data for NHANES 1988–1994 (A; n = 23,402 unadjusted and 22,846 adjusted), for 1999–2002 (B; n = 15,827 unadjusted and 15,613 adjusted), and for 2003–2006 (C; n = 15,451 unadjusted and 15,196 adjusted) and for unadjusted data for NHANES 2007–2010 (D; n = 15,951). Adjustments were made by regressing Bio-Rad radioassay data from 1988 to 1994 and from 1999 to 2006 to microbiologic assay–equivalent data.

Journal: The Journal of Nutrition

Article Title: Changes in Measurement Procedure from a Radioassay to a Microbiologic Assay Necessitate Adjustment of Serum and RBC Folate Concentrations in the U.S. Population from the NHANES 1988-2010 1 2

doi: 10.3945/jn.111.156901

Figure Lengend Snippet: Frequency distribution curves for unadjusted and assay-adjusted RBC folate data for NHANES 1988–1994 (A; n = 23,402 unadjusted and 22,846 adjusted), for 1999–2002 (B; n = 15,827 unadjusted and 15,613 adjusted), and for 2003–2006 (C; n = 15,451 unadjusted and 15,196 adjusted) and for unadjusted data for NHANES 2007–2010 (D; n = 15,951). Adjustments were made by regressing Bio-Rad radioassay data from 1988 to 1994 and from 1999 to 2006 to microbiologic assay–equivalent data.

Article Snippet: However, a recalibrated Bio-Rad Quantaphase II assay (using a spectrophotometrically verified folic acid calibrator) was introduced in 1993 and was used in the second phase of NHANES III (1991–1994) and in NHANES 1999–2006 ( 3 ).

Techniques: