Literature DB >> 23289769

Familial or Sporadic Idiopathic Scoliosis - classification based on artificial neural network and GAPDH and ACTB transcription profile.

Tomasz Waller1, Roman Nowak, Magdalena Tkacz, Damian Zapart, Urszula Mazurek.   

Abstract

BACKGROUND: Importance of hereditary factors in the etiology of Idiopathic Scoliosis is widely accepted. In clinical practice some of the IS patients present with positive familial history of the deformity and some do not. Traditionally about 90% of patients have been considered as sporadic cases without familial recurrence. However the exact proportion of Familial and Sporadic Idiopathic Scoliosis is still unknown. Housekeeping genes encode proteins that are usually essential for the maintenance of basic cellular functions. ACTB and GAPDH are two housekeeping genes encoding respectively a cytoskeletal protein β-actin, and glyceraldehyde-3-phosphate dehydrogenase, an enzyme of glycolysis. Although their expression levels can fluctuate between different tissues and persons, human housekeeping genes seem to exhibit a preserved tissue-wide expression ranking order. It was hypothesized that expression ranking order of two representative housekeeping genes ACTB and GAPDH might be disturbed in the tissues of patients with Familial Idiopathic Scoliosis (with positive family history of idiopathic scoliosis) opposed to the patients with no family members affected (Sporadic Idiopathic Scoliosis). An artificial neural network (ANN) was developed that could serve to differentiate between familial and sporadic cases of idiopathic scoliosis based on the expression levels of ACTB and GAPDH in different tissues of scoliotic patients. The aim of the study was to investigate whether the expression levels of ACTB and GAPDH in different tissues of idiopathic scoliosis patients could be used as a source of data for specially developed artificial neural network in order to predict the positive family history of index patient.
RESULTS: The comparison of developed models showed, that the most satisfactory classification accuracy was achieved for ANN model with 18 nodes in the first hidden layer and 16 nodes in the second hidden layer. The classification accuracy for positive Idiopathic Scoliosis anamnesis only with the expression measurements of ACTB and GAPDH with the use of ANN based on 6-18-16-1 architecture was 8 of 9 (88%). Only in one case the prediction was ambiguous.
CONCLUSIONS: Specially designed artificial neural network model proved possible association between expression level of ACTB, GAPDH and positive familial history of Idiopathic Scoliosis.

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Year:  2013        PMID: 23289769      PMCID: PMC3599878          DOI: 10.1186/1475-925X-12-1

Source DB:  PubMed          Journal:  Biomed Eng Online        ISSN: 1475-925X            Impact factor:   2.819


Background

Idiopathic Scoliosis (IS) is the most common structural deformity of the human spine. Although the exact cause or causes of idiopathic scoliosis are still unknown there is convincing evidence supporting a genetic aetiology of this disorder [1-5]. Importance of hereditary factors in the etiology of IS is underlined by increased risk of scoliosis among the first-degree relatives of index patients. Harrington found scoliosis incidence of 27% among the first degree relatives. [6] Other studies indicate 11% of first degree and 2,4% and 1,4% of second and third degree relatives are affected [7,8]. Genetic basis of IS is also supported by the results of the twin studies. Inoue and colleagues found the concordance rate of scoliosis of 92,3% in monozygous, decreasing to 62,5% in dizygous twins [9]. Lower concordance rate was found in the study of Kesling and al, 73% among monozygous and 36% among dizygous twins [10]. Recent study based on the Swedish Twin Registry estimates that heritability of this condition is 38% indicating the importance of other still unknown factors in the development of the deformity [11]. Mode of inheritance and genetic basis of the scoliotic phenotype are still not definitively determined. Autosomal dominant mode, X-linked as well as multifactorial inheritance patterns were suggested [3-7]. According to Miller et al. idiopathic scoliosis is a complex genetic disorder involving one or more genetic loci and complex genetic interactions for disease expression [5]. In clinical practice some of the IS patients present with positive familial history of the deformity and some do not. Traditionally about 90% of patients have been considered as sporadic cases without familial recurrence [1]. However the exact proportion of Familial and Sporadic Idiopathic Scoliosis is still unknown [5]. Ogilvie et al. in the population study based on a large data base from Utah conclude that 97% of their patients with idiopathic scoliosis have familial origins and suggest a presence of one or more major gene defects or single gene defects influenced by other factors [11]. According to Cheng et al. predisposition for IS doesn’t have a specific assigned risk of heritability, but inheritance is based on multiple factors potentially both genetic and environmental, which have yet to be defined [1]. Housekeeping genes encode proteins that are usually essential for the maintenance of basic cellular functions. They are expressed constitutively in every human cell but it appears that their transcriptional level may be influenced by numerous factors [12,13]. ACTB and GAPDH are two housekeeping genes encoding respectively a cytoskeletal protein β-actin, and glyceraldehyde-3-phosphate dehydrogenase, an enzyme of glycolysis [12]. Based on the assumption of their constant expression in various tissues these genes serve as traditional internal control in a variety of assays in molecular biology [13]. Although their expression levels can fluctuate between different tissues and persons, human housekeeping genes seem to exhibit a preserved tissue-wide expression ranking order [14]. It was hypothesized that expression ranking order of two representative housekeeping genes ACTB and GAPDH might be disturbed in the tissues of patients with Familial Idiopathic Scoliosis (with positive family history of idiopathic scoliosis) opposed to the patients with no family members affected (Sporadic Idiopathic Scoliosis). In order to recognize potentially sophisticated patterns in the data and because of the tensor structure of the ACTB and GAPDH expression an artificial neural network (ANN) was developed that could serve to differentiate between familial and sporadic cases of idiopathic scoliosis based on the expression levels of ACTB and GAPDH in different tissues of scoliotic patients. The aim of the study was to investigate whether the expression levels of ACTB and GAPDH in different tissues of idiopathic scoliosis patients could be used as source of data for specially developed artificial neural network in order to predict the positive family history of index patients.

Methods

Patients

Study design was approved by Bioethical Committee Board of Silesian Medical University. Informed, written consent was obtained from each patient participating in the study and if required from their parents. Twenty nine patients (23 females and 6 males) with a definite diagnosis of late onset Idiopathic Scoliosis were included in the study. Thirteen of them (44%) had positive familial history of IS. All of the patients had undergone posterior corrective surgery with segmental spinal instrumentation according to C-D method. The mean age at surgery was 16 years 8 months (range 13,7 – 24 years). Based on Lenke classification 6 curves were of type 1,6 curves of type 2,7 curves of type 3,7 curves of type 4,4 curves of type 5 and 3 of type 6 [15]. Preoperatively the average frontal and sagittal Cobb angles measured on standard p-a and lateral radiograms were 68,8° (range 36°-114°) and 35,4° (range 12°-70°) respectively. The axial plane deformity was measured on CT scans performed at the curve apex by spinal rotation angle relative to sagittal plane RAsag and rib hump index RHi as described by Aaro and Dahlborn [16]. The mean RAsag was 19,3° (range 2,5°-46°) and RHi 0,4 (range 0,03-0,91). During surgery bilateral facet removal was performed in the routine manner and bone specimens from inferior articular spinal processes at the curve apex concavity and convexity were harvested. In the same time bilateral samples of paravertebral muscle tissue at the apical level and 10 ml of patients peripheral blood were collected. Every sample of bone and muscular tissue as well as blood specimens were placed in separate sterile tubes, adequately identified and immediately snap frozen in liquid nitrogen and stored at -80°C until molecular analysis.

Laboratory procedures

Tissues samples were homogenized with the use of Polytron® (Kinematyka AG). Total RNA was isolated from tissue samples with the use of TRIZOL® reagent (Invitrogen Life Technologies, California, USA), according to the manufacturer’s instructions. Extracts of total RNA were treated with DNAase I (Qiagen Gmbh, Hilden, Germany) and purified with the use of RNeasy Mini Spin Kolumn (Qiagen Gmbh, Hilden, Germany), in accordance with manufacturer’s protocol. The quality of RNA was estimated by electrophoresis on a 1% agarose gel stained with ethidium bromide. The RNA concentration was determined by absorbance at 260 nm using a Gene Quant II spectrophotometer (Pharmacia LKB Biochrom Ltd., Cambridge, UK). Total RNA served as a matrix for QRT PCR. ACTB and GAPDH mRNA quantification in osseous, muscular and blood tissue samples by Quantitative Real Time Reverse Transcription Polymerase Chain Reaction. The quantitative analysis was carried out with the use of Sequence Detector ABI PRISM™ 7000 (Applied Biosystems, California, USA). The standard curve was appointed for standards of ACTB (TaqMan® DNA Template Reagents Kit, Applied Biosystems, Foster, CA, USA). The ACTB and GAPDH mRNA abundance in all studied tissue specimens were expressed as mRNA copy number per 1 μg of total RNA. The QRT-PCR reaction mixture of a total volume of 25 μl contained QuantiTect SYBR- Green RT-PCR bufor containing Tris–HCl (NH4)2SO4, 5 mM MgCl2, pH 8,7, dNTP mix fluorescent dye SYBR-Green I, and passive reference dye ROX mixed with 0,5 μl QuantiTect RT mix (Omniscript reverse transcriptase, Sensiscript reverse transcriptase) (QuantiTect SYBR-Green RT-PCR kit; Qiagen) forward and reverse primers each at a final concentration of 0,5 μM mRNA and total RNA 0,25 μg per reaction. Sequence for primers: mRNA for mRNA for ACTB 5’TCACCCACACTGTGCCC ATCTACGA3’(forward primer) 5’CAGCGGAACCGCTCATTGCCAATGG3’ (reverse primer), mRNA for GAPDH 5’GAAGGTGAAGGTCGGAGTC3’(forward primer) 5’GAAGATGG TGATGGGATT 3’(reverse primer). Reverse transcription was carried out at 50°C for 30 min. After activation of the HotStar Taq DNA polymerase and deactivation of reverse transcriptases at 95°C for 15 min, subsequent PCR amplification consisted of denaturation at 94°C for 15 sec, annealing at 60°C for 30 sec and extension at 72°C for 30 sec (40 cycles). Final extension was carried out at 72°C for 10 min. QRT-PCR specificity was assessed by electrophoresis in 6% polyacrylamid gel and melting curves for aplimeres.

Patient data

The results of laboratory procedures and the family anamnesis of 29 patients were used to create dataset consisting of 29 rows. The expression values were transformed to logarithmic scale. One row represented ACTB and GAPDH transcription profile in three kinds of tissue (bone, muscle, and blood) for exactly one patient. Unfortunately, there were some missing data in our dataset. To face this problem we could either remove incomplete records from the analyzed dataset or use appropriate methodology and tool to preserve and utilize them in the analysis. In data mining and knowledge discovery from data disciplines the problem of missing data is widely discussed [17-22]. With the removal of all incomplete records we could risk losing some important information contained in the whole dataset. In effect we decided to preserve all the records and replace missing values by random data from normal distributions similar to the original distributions of the variables. The random values were marked in bold [Tables 1 and 2]. Our decision was supported by the experience of one of the co-authors of this study conducting extensive research in the field of advanced data processing therein in processing incomplete data [23-27]. Basing on the mentioned above ANN was chosen as an appropriate method for classification in this case. The dataset was randomly divided into training set (20 rows) [Table 1] and test set (9 rows) [Table 2].
Table 1

Training set

IDGAPDH bone (concavity)ACTB bone (concavity)GAPDH muscle (concavity)ACTB muscle (concavity)GAPDH bloodACTB bloodCLASSIFICATION
0Sporadic IS
1Familial IS
1
0
3,655234507
5,19447549
5,492043421
0,788036615
7,947055432
1
2
2,260071388
2,681241237
5,492043421
5,19447549
4,351834943
4,379378045
0
3
1,361727836
0
6,883054459
1,932946816
3,543198586
7,878946654
0
4
2,26245109
4,490393961
5,010236335
5,166876908
4,484314078
4,062506775
1
5
0,77815125
4,52146499
5,239966296
4,435937313
1,838849091
5,133344071
1
6
0
4,15192118
5,160648574
4,706444663
2,46686762
4,210666244
1
7
0
1,342422681
2,822821645
3,140193679
2,041392685
3,729488769
0
8
0
1,740362689
8,416773187
1,307737902
1,886490725
3,820595497
0
9
2,7084209
3,68797462
7,906948855
4,842939908
2,283301229
3,062205809
1
10
1,77815125
3,496376054
2,559906625
3,126131407
4,614992076
4,872779577
0
11
0
6,053585081
0
4,704202011
5,753376838
0,8874258
0
12
0
3,331022171
4,2175629
4,527707216
5,322554193
5,961483267
0
13
1,204119983
4,060168812
3,882068944
4,669075022
5,979840083
4,431492425
0
14
10,59979533
0
3,257198426
4,146065989
3,834102656
3,931152639
1
15
0
1,146128036
0,903089987
3,761401557
2,380211242
5,055026472
1
16
0
2,765668555
0
3,709015417
3,087426457
4,830563008
0
17
0
1,792391689
0
4,713734083
3,098643726
5,036968055
0
18
4,443841661
2,615950052
1,505149978
4,414388327
3,128076013
4,702835345
1
19
7,280817804
2,555094449
0
2,029383778
0
2,271841607
0
2000,3010299961,9444826724,5844895323,0366288954,4513258081

The random values are marked in bold.

Table 2

Test set and ANN’s prediction

IDGAPDH bone (concavity)ACTB bone (concavity)GAPDH muscle e (concavity)ACTB muscle (concavity)GAPDH bloodACTB bloodCLASSIFICATION
6 - 1816 - 1
6 - 1919 - 1
6 - 1810 - 1
0Sporadic IS
ANNS PREDICTIONANNS PREDICTIONANNS PREDICTION
1Familial IS
21
0
2,999130541
2,086359831
4,54961624
2,595496222
5,315582034
1
 0,8150237
 0,0658464
 0,9729949
22
0
3,325104983
2,981365509
3,940018155
3,253822439
5,188225173
0
 0,1371327
 0,0111759
 0,9755903
23
4,259641653
4,832872801
6,266957346
4,19709909
4,228759555
4,237141427
1
 0,9970080
 0,8874323
 0,9444540
24
1,041392685
3,29136885
6,118608586
5,357498429
1,036299441
3,74587204
1
 0,9984768
 0,9984370
 0,9981375
25
0,84509804
4,850768727
1,176091259
3,542451947
2,305351369
3,743744879
0
 0,0203165
 0,0046074
 0,0195937
26
2,598790507
4,308116016
5,95395578
5,604965452
3,836324116
3,596047008
1
 0,9979908
 0,9941236
 0,9964907
27
0
3,804275767
5,556972498
3,33701319
3,055760465
3,388811413
0
 0,3232977
 0,2974088
 0,0672966
28
0
3,513483957
0,805059074
2,195759967
1,176091259
3,688508808
0
 0,0371065
 0,0023705
 0,0179424
2904,1326438510,845098044,9092457081,5797835974,1114977490 0,0338294 0,0341857 0,0104404

The random values are marked in bold.

Training set The random values are marked in bold. Test set and ANN’s prediction The random values are marked in bold.

Artificial neural network

Artificial neural network is a mathematical model that is inspired by the structure and functional aspects of biological neural networks [28,29]. ANN can be used to detect sophisticated patterns in data. Several studies have applied neural networks in research and analysis of various diseases (i.e. classification of cardiovascular disease, forecast for bacteria – antibiotic interactions, prediction of colorectal cancer patient survival) [30]. The architecture of the ANN used in this study is the multilayered feed-forward network architecture with four layers (two hidden layers). Multilayer feed-forward neural networks can be used to approximate a nonlinear functions which are applied to describe the complicated relationships in biological data [31]. The schematic representation of the best architecture of artificial neural network for our problem is shown in Figure 1. The number of neurons in the input layer was 6 and it was equal to the number of ACTB and GAPDH expression measurements. The ideal outputs were set at 1 for the positive history of IS in the family and at 0 for absence of IS in the anamnesis. The number of hidden nodes was obtained by trial and error method. We trained 421 neural networks models with different number of hidden nodes using the backpropagation algorithm (activation function: binary sigmoidal function, learning rate: 0,1; momentum rate: 0,01; epochs: 50, 500 and 5000) and the training set. The backpropagation teaching method was chosen because it is the most common method of training multilayered feed-forward neural networks [30]. Initially, 50 training epochs were considered but it did not yield a satisfactory result (Table 3). The mean square error (MSE) was high. This MSE was minimized by increasing the epochs from 50 to 500 and finally from 500 to 5000 [Table 3]. Thereafter, we selected 3 neural networks with the least mean square error (MSE) for training set. To test the classification ability of the ANN approach, we used the selected neural models and test set of data. The ANN model with the best classification accuracy for Idiopathic Scoliosis in the anamnesis with expression measurement of ACTB and GAPDH was chosen as the best.
Figure 1

A schematic representation of one of tested artificial neural networks. Our ANN has input layer, two hidden layers and an output layer. The input layer has 6 neurons, the first hidden layer has 18 neurons, the second hidden layer has 16 neurons and output layer has 1 neuron.

Table 3

Evaluation and selection of multiple network architectures

No.ANN architectureMSE 50 epochsMSE 500 epochsMSE 5000 epochsNo.ANN architectureMSE 50 epochsMSE 500 epochsMSE 5000 epochsNo.ANN architectureMSE 50 epochsMSE 500 epochsMSE 5000 epochsNo.ANN architectureMSE 50 epochsMSE 500 epochsMSE 5000 epochs
1
6 - 18–16 - 1
0,426
0,058
0,006
57
6 - 16–8 - 1
0,355
0,048
0,008
113
6 - 12–7 - 1
0,432
0,059
0,009
169
6 - 5–11 - 1
0,490
0,308
0,011
2
6 - 1919 - 1
0,413
0,049
0,006
58
6 - 16–11 - 1
0,328
0,046
0,008
114
6 - 11–1 - 1
0,384
0,069
0,009
170
6 - 8–9 - 1
0,483
0,057
0,011
3
6 - 1810 - 1
0,440
0,045
0,006
59
6 - 19–15 - 1
0,443
0,052
0,008
115
6 - 16–3 - 1
0,426
0,087
0,009
171
6 - 4–17 - 1
0,497
0,299
0,011
4
6 - 20–11 - 1
0,382
0,038
0,007
60
6 - 15–1 - 1
0,439
0,121
0,008
116
6 - 10–10 - 1
0,454
0,104
0,009
172
6 - 6–16 - 1
0,445
0,218
0,011
5
6 - 18–5 - 1
0,391
0,047
0,007
61
6 - 18–3 - 1
0,444
0,043
0,008
117
6 - 11–16 - 1
0,408
0,065
0,009
173
6 - 6–15 - 1
0,495
0,071
0,011
6
6 - 19–11 - 1
0,436
0,041
0,007
62
6 - 17–2 - 1
0,417
0,045
0,008
118
6 - 8–20 - 1
0,420
0,194
0,009
174
6 - 6–7 - 1
0,463
0,172
0,011
7
6 - 19–18 - 1
0,438
0,042
0,007
63
6 - 15–14 - 1
0,420
0,066
0,008
119
6 - 14–3 - 1
0,477
0,041
0,009
175
6 - 5–20 - 1
0,485
0,106
0,011
8
6 - 20–13 - 1
0,433
0,051
0,007
64
6 - 11–4 - 1
0,352
0,053
0,008
120
6 - 9–16 - 1
0,482
0,112
0,009
176
6 - 9–7 - 1
0,402
0,065
0,011
9
6 - 17–9 - 1
0,416
0,060
0,007
65
6 - 14–18 - 1
0,398
0,141
0,008
121
6 - 15–3 - 1
0,400
0,049
0,009
177
6 - 8–15 - 1
0,429
0,121
0,011
10
6 - 19–14 - 1
0,439
0,085
0,007
66
6 - 9–8 - 1
0,482
0,059
0,008
122
6 - 9–2 - 1
0,396
0,065
0,009
178
6 - 8–5 - 1
0,396
0,054
0,012
11
6 - 20–19 - 1
0,412
0,042
0,007
67
6 - 15–2 - 1
0,329
0,045
0,008
123
6 - 11–17 - 1
0,398
0,051
0,009
179
6 - 5–17 - 1
0,429
0,225
0,012
12
6 - 18–19 - 1
0,422
0,063
0,007
68
6 - 20–17 - 1
0,352
0,044
0,008
124
6 - 7–20 - 1
0,435
0,069
0,009
180
6 - 5–8 - 1
0,437
0,312
0,012
13
6 - 17–4 - 1
0,417
0,091
0,007
69
6 - 9–14 - 1
0,490
0,060
0,008
125
6 - 8–18 - 1
0,460
0,187
0,009
181
6 - 5–15 - 1
0,370
0,215
0,012
14
6 - 20–8 - 1
0,392
0,046
0,007
70
6 - 14–9 - 1
0,367
0,049
0,008
126
6 - 10–1 - 1
0,340
0,081
0,009
182
6 - 4–20 - 1
0,491
0,178
0,012
15
6 - 18–7 - 1
0,390
0,079
0,007
71
6 - 12–12 - 1
0,424
0,067
0,008
127
6 - 12–16 - 1
0,438
0,045
0,009
183
6 - 7–3 - 1
0,410
0,147
0,012
16
6 - 14–14 - 1
0,423
0,085
0,007
72
6 - 16–5 - 1
0,388
0,070
0,008
128
6 - 10–17 - 1
0,425
0,138
0,009
184
6 - 4–13 - 1
0,453
0,269
0,012
17
6 - 18–8 - 1
0,363
0,055
0,007
73
6 - 13–5 - 1
0,450
0,071
0,008
129
6 - 7–1 - 1
0,430
0,084
0,009
185
6 - 6–18 - 1
0,490
0,221
0,012
18
6 - 19–4 - 1
0,365
0,045
0,007
74
6 - 8–14 - 1
0,445
0,076
0,008
130
6 - 10–14 - 1
0,414
0,112
0,009
186
6 - 4–4 - 1
0,446
0,483
0,012
19
6 - 20–7 - 1
0,440
0,087
0,007
75
6 - 17–18 - 1
0,432
0,095
0,008
131
6 - 9–15 - 1
0,442
0,149
0,009
187
6 - 3–12 - 1
0,491
0,216
0,012
20
6 - 20–6 - 1
0,451
0,044
0,007
76
6 - 8–8 - 1
0,486
0,254
0,008
132
6 - 16–16 - 1
0,430
0,093
0,009
188
6 - 3–8 - 1
0,465
0,102
0,013
21
6 - 15–13 - 1
0,431
0,087
0,007
77
6 - 13–4 - 1
0,423
0,071
0,008
133
6 - 11–19 - 1
0,467
0,107
0,009
189
6 - 6–3 - 1
0,469
0,066
0,013
22
6 - 18–6 - 1
0,357
0,046
0,007
78
6 - 14–8 - 1
0,439
0,064
0,008
134
6 - 13–16 - 1
0,459
0,084
0,010
190
6 - 12–5 - 1
0,373
0,052
0,013
23
6 - 16–13 - 1
0,467
0,045
0,007
79
6 - 20–10 - 1
0,410
0,043
0,008
135
6 - 8–10 - 1
0,404
0,053
0,010
191
6 - 4–1 - 1
0,486
0,114
0,013
24
6 - 13–17 - 1
0,463
0,069
0,007
80
6 - 12–4 - 1
0,439
0,081
0,008
136
6 - 9–3 - 1
0,474
0,145
0,010
192
6 - 3–20 - 1
0,476
0,353
0,013
25
6 - 17–17 - 1
0,425
0,045
0,008
81
6 - 15–20 - 1
0,444
0,096
0,008
137
6 - 18–1 - 1
0,337
0,083
0,010
193
6 - 6–20 - 1
0,468
0,059
0,013
26
6 - 16–6 - 1
0,413
0,053
0,008
82
6 - 17–20 - 1
0,421
0,058
0,008
138
6 - 6–1 - 1
0,477
0,335
0,010
194
6 - 3–2 - 1
0,474
0,158
0,013
27
6 - 19–9 - 1
0,422
0,174
0,008
83
6 - 13–11 - 1
0,395
0,094
0,008
139
6 - 8–3 - 1
0,390
0,066
0,010
195
6 - 3–6 - 1
0,498
0,180
0]014
28
6 - 13–8 - 1
0,419
0,048
0,008
84
6 - 17–6 - 1
0,428
0,054
0,008
140
6 - 8–16 - 1
0,396
0,127
0,010
196
6 - 20 - 1
0,327
0,066
0,014
29
6 - 13–18 - 1
0,391
0,054
0,008
85
6 - 15–12 - 1
0,432
0,043
0,008
141
6 - 10–12 - 1
0,424
0,124
0,010
197
6 - 4–10 - 1
0,485
0,177
0,014
30
6 - 16–10 - 1
0,383
0,052
0,008
86
6 - 14–2 - 1
0,391
0,132
0,008
142
6 - 10–6 - 1
0,461
0,073
0,010
198
6 - 8–19 - 1
0,452
0,099
0,014
31
6 - 13–20 - 1
0,449
0,112
0,008
87
6 - 12–1 - 1
0,448
0,044
0,008
143
6 - 6–4 - 1
0,418
0,068
0,010
199
6 - 15 - 1
0,323
0,073
0,014
32
6 - 12–11 - 1
0,454
0,116
0,008
88
6 - 17–8 - 1
0,361
0,044
0,008
144
6 - 5–14 - 1
0,478
0,207
0,010
200
6 - 15–15 - 1
0,472
0,045
0,015
33
6 - 17–19 - 1
0,381
0,120
0,008
89
6 - 11–2 - 1
0,467
0,092
0,008
145
6 - 7–17 - 1
0,449
0,206
0,010
201
6 - 19 - 1
0,317
0,105
0,015
34
6 - 19–2 - 1
0,358
0,068
0,008
90
6 - 13–9 - 1
0,445
0,086
0,008
146
6 - 9–11 - 1
0,458
0,090
0,010
202
6 - 4–8 - 1
0,438
0,100
0,015
35
6 - 16–15 - 1
0,393
0,088
0,008
91
6 - 17–13 - 1
0,408
0,045
0,008
147
6 - 8–7 - 1
0,441
0,062
0,010
203
6 - 19–3 - 1
0,412
0,052
0,015
36
6 - 16–17 - 1
0,435
0,092
0,008
92
6 - 10–5 - 1
0,432
0,056
0,008
148
6 - 7–19 - 1
0,432
0,069
0,010
204
6 - 15–10 - 1
0,443
0,090
0,016
37
6 - 19–5 - 1
0,386
0,083
0,008
93
6 - 18–11 - 1
0,456
0,085
0,008
149
6 - 5–4 - 1
0,459
0,151
0,010
205
6 - 11–10 - 1
0,393
0,065
0,016
38
6 - 20–16 - 1
0,357
0,048
0,008
94
6 - 14–12 - 1
0,428
0,067
0,008
150
6 - 10–2 - 1
0,415
0,054
0,010
206
6 - 9–5 - 1
0,477
0,112
0,016
39
6 - 16–7 - 1
0,419
0,056
0,008
95
6 - 17–15 - 1
0,461
0,051
0,008
151
6 - 6–9 - 1
0,454
0,091
0,010
207
6 - 6–17 - 1
0,498
0,254
0,017
40
6 - 19–20 - 1
0,415
0,077
0,008
96
6 - 10–11 - 1
0,433
0,052
0,008
152
6 - 7–13 - 1
0,472
0,063
0,010
208
6 - 11 - 1
0,377
0,154
0,017
41
6 - 18–15 - 1
0,396
0,114
0,008
97
6 - 10–16 - 1
0,469
0,097
0,008
153
6 - 11–9 - 1
0,373
0,053
0,010
209
6 - 14 - 1
0,349
0,083
0,017
42
6 - 17–14 - 1
0,390
0,052
0,008
98
6 - 11–11 - 1
0,414
0,053
0,008
154
6 - 9–1 - 1
0,434
0,055
0,010
210
6 - 18–13 - 1
0,400
0,044
0,018
43
6 - 16–9 - 1
0,386
0,047
0,008
99
6 - 9–10 - 1
0,434
0,112
0,008
155
6 - 11–6 - 1
0,410
0,053
0,010
211
6 - 5 - 1
0,336
0,110
0,019
44
6 - 18–12 - 1
0,419
0,049
0,008
100
6 - 10–20 - 1
0,498
0,056
0,008
156
6 - 7–15 - 1
0,361
0,062
0,011
212
6 - 20–9 - 1
0,421
0,050
0,022
45
6 - 16–19 - 1
0,406
0,077
0,008
101
6 - 12–6 - 1
0,433
0,088
0,008
157
6 - 7–14 - 1
0,482
0,105
0,011
213
6 - 6 - 1
0,409
0,181
0,022
46
6 - 11–18 - 1
0,452
0,086
0,008
102
6 - 10–18 - 1
0,456
0,101
0,009
158
6 - 9–6 - 1
0,473
0,150
0,011
214
6 - 10 - 1
0,387
0,122
0,022
47
6 - 18–18 - 1
0,431
0,128
0,008
103
6 - 12–13 - 1
0,465
0,112
0,009
159
6 - 13–3 - 1
0,394
0,054
0,011
215
6 - 3 - 1
0,454
0,196
0,023
48
6 - 17–12 - 1
0,405
0,045
0,008
104
6 - 13–2 - 1
0,459
0,072
0,009
160
6 - 5–6 - 1
0,468
0,090
0,011
216
6 - 2 - 1
0,360
0,257
0,023
49
6 - 15–16 - 1
0,430
0,056
0,008
105
6 - 16–12 - 1
0,394
0,054
0,009
161
6 - 8–4 - 1
0,448
0,057
0,011
217
6 - 9–4 - 1
0,446
0,098
0,026
50
6 - 16–14 – 1
0,418
0,049
0,008
106
6 - 11–3 - 1
0,475
0,126
0,009
162
6 - 4–5 - 1
0,454
0,065
0,011
218
6 - 15–11 - 1
0,388
0,153
0,027
51
6 - 16–4 – 1
0,446
0,074
0,008
107
6 - 15–7 - 1
0,429
0,094
0,009
163
6 - 5–10 - 1
0,447
0,138
0,011
219
6 - 4 - 1
0,477
0,187
0,027
52
6 - 13–10 - 1
0,424
0,049
0,008
108
6 - 10–19 - 1
0,407
0,109
0,009
164
6 - 7–10 - 1
0,462
0,118
0,011
220
6 - 19–10 - 1
0,408
0,106
0,028
53
6 - 18–20 - 1
0,444
0,049
0,008
109
6 - 11–7 - 1
0,440
0,044
0,009
165
6 - 8–12 - 1
0,443
0,094
0,011
221
6 - 15–19 - 1
0,445
0,094
0,029
54
6 - 15–4 - 1
0,449
0,045
0,008
110
6 - 14–4 - 1
0,436
0,051
0,009
166
6 - 10–7 - 1
0,412
0,110
0,011
222
6 - 15–17 - 1
0,351
0,066
0,029
55
6 - 14–10 - 1
0,364
0,048
0,008
111
6 - 19–13 - 1
0,377
0,091
0,009
167
6 - 6–12 - 1
0,480
0,077
0,011
223
6 - 3–4 - 1
0,479
0,161
0,030
56
6 - 20–3 - 1
0,356
0,047
0,008
112
6 - 11–14 - 1
0,428
0,082
0,009
168
6 - 6–5 - 1
0,408
0,139
0,011
224
6 - 6–13 - 1
0,403
0,272
0,030
No.
ANN architecture
MSE 50 epochs
MSE 500 epochs
MSE 5000 epochs
No.
ANN architecture
MSE 50 epochs
MSE 500 epochs
MSE 5000 epochs
No.
ANN architecture
MSE 50 epochs
MSE 500 epochs
MSE 5000 epochs
No.
ANN architecture
MSE 50 epochs
MSE 500 epochs
MSE 5000 epochs
225
6 - 15–8 - 1
0,357
0,051
0,031
281
6 - 7–8 - 1
0,465
0,197
0,057
337
6 - 7 - 1
0,421
0,111
0,065
393
6 - 5–3 - 1
0,504
0,165
0,216
226
6 - 10–15 - 1
0,451
0,084
0,033
282
6 - 14–13 - 1
0,398
0,056
0,057
338
6 - 3–9 - 1
0,501
0,262
0,065
394
6 - 3–14 - 1
0,500
0,263
0,218
227
6 - 20–1 - 1
0,369
0,043
0,034
283
6 - 8–2 - 1
0,410
0,117
0,057
339
6 - 3–15 - 1
0,489
0,185
0,065
395
6 - 2–6 - 1
0,497
0,405
0,232
228
6 - 17–1 - 1
0,388
0,064
0,036
284
6 - 17–16 - 1
0,405
0,094
0,057
340
6 - 18–17 - 1
0,441
0,076
0,067
396
6 - 5–9 - 1
0,495
0,107
0,232
229
6 - 15–5 - 1
0,401
0,057
0,036
285
6 - 19–6 - 1
0,450
0,047
0,057
341
6 - 16–2 - 1
0,441
0]052
0,068
397
6 - 2–18 - 1
0,494
0,227
0,250
230
6 - 7–16 - 1
0,404
0,241
0,037
286
6 - 18–4 - 1
0,387
0,053
0,057
342
6 - 9–18 - 1
0,409
0,075
0,070
398
6 - 1–18 - 1
0,501
0,495
0,251
231
6 - 10–4 - 1
0,456
0,114
0,037
287
6 - 12–14 - 1
0,486
0,131
0,057
343
6 - 13–6 - 1
0,478
0,063
0,071
399
6 - 1–16 - 1
0,495
0,494
0,252
232
6 - 16–20 - 1
0,432
0,056
0,037
288
6 - 15–6 - 1
0,471
0,047
0,057
344
6 - 17–7 - 1
0,391
0,089
0,084
400
6 - 1–10 - 1
0,499
0,489
0,254
233
6 - 14–20 - 1
0,389
0,050
0,038
289
6 - 8–13 - 1
0,476
0,071
0,057
345
6 - 20–12 - 1
0,410
0,037
0,085
401
6 - 1–8 - 1
0,487
0,489
0,265
234
6 - 20–20 - 1
0,428
0,076
0,039
290
6 - 12–10 - 1
0,362
0,053
0,057
346
6 - 9 - 1
0,349
0,201
0,086
402
6 - 2–8 - 1
0,462
0,235
0,283
235
6 - 19–1 - 1
0,417
0,132
0,042
291
6 - 14–16 - 1
0,433
0,056
0,057
347
6 - 8–1 - 1
0,434
0,097
0,090
403
6 - 2–13 - 1
0,435
0,270
0,297
236
6 - 6–14 - 1
0,428
0,063
0,042
292
6 - 13–12 - 1
0,448
0,057
0,057
348
6 - 4–7 - 1
0,443
0,211
0,091
404
6 - 2–20 - 1
0,419
0,326
0,298
237
6 - 12–2 - 1
0,399
0,059
0,043
293
6 - 12 - 1
0,342
0,087
0,057
349
6 - 3–5 - 1
0,479
0,247
0,094
405
6 - 1–5 - 1
0,490
0,264
0,326
238
6 - 20–4 - 1
0,446
0,064
0,044
294
6 - 5–16 - 1
0,477
0,062
0,057
350
6 - 16–1 - 1
0,425
0,121
0,096
406
6 - 1–20 - 1
0,497
0,440
0,328
239
6 - 18–14 - 1
0,352
0,038
0,044
295
6 - 13–1 - 1
0,352
0,052
0,058
351
6 - 2–10 - 1
0,399
0,318
0,097
407
6 - 3–7 - 1
0,452
0,227
0,330
240
6 - 18 - 1
0,300
0,141
0,045
296
6 - 5–19 - 1
0,456
0,075
0,058
352
6 - 2–3 - 1
0,497
0,362
0,097
408
6 - 2–17 - 1
0,495
0,347
0,344
241
6 - 14–19 - 1
0,410
0,049
0,045
297
6 - 16–18 - 1
0,411
0,045
0,058
353
6 - 3–16 - 1
0,473
0,207
0,098
409
6 - 1–11 - 1
0,501
0,307
0,371
242
6 - 14–7 - 1
0,432
0,058
0,046
298
6 - 6–8 - 1
0,443
0,109
0,058
354
6 - 4–12 - 1
0,486
0,310
0,098
410
6 - 1–12 - 1
0,495
0,249
0,371
243
6 - 18–9 - 1
0,384
0,045
0,047
299
6 - 12–19 - 1
0,473
0,057
0,058
355
6 - 17–11 - 1
0,363
0,061
0,104
411
6 - 1–2 - 1
0,495
0,435
0,382
244
6 - 9–20 - 1
0,377
0,050
0,048
300
6 - 7–7 - 1
0,463
0,126
0,058
356
6 - 17–3 - 1
0,388
0,048
0,106
412
6 - 1–13 - 1
0,494
0,348
0,393
245
6 - 10–3 - 1
0,462
0,110
0,048
301
6 - 8–11 - 1
0,410
0,102
0,058
357
6 - 14–1 - 1
0,415
0,049
0,107
413
6 - 1 - 1
0,435
0,486
0,408
246
6 - 10–9 - 1
0,502
0,052
0,048
302
6 - 12–17 - 1
0,421
0,048
0,058
358
6 - 18–2 - 1
0,353
0,079
0,107
414
6 - 1–1 - 1
0,511
0,284
0,465
247
6 - 20–18 - 1
0,447
0,048
0,049
303
6 - 9–12 - 1
0,391
0,116
0,059
359
6 - 7–18 - 1
0,483
0,101
0,107
415
6 - 1–6 - 1
0,488
0,301
0,476
248
6 - 12–8 - 1
0,413
0,048
0,049
304
6 - 11–12 - 1
0,473
0,083
0,059
360
6 - 15–18 - 1
0,443
0,065
0,107
416
6 - 1–15 - 1
0,489
0,464
0,479
249
6 - 8–17 - 1
0,478
0,115
0,050
305
6 - 13–19 - 1
0,390
0,064
0,059
361
6 - 3–3 - 1
0,486
0,495
0,109
417
6 - 1–3 - 1
0,478
0,381
0,488
250
6 - 7–2 - 1
0,470
0,062
0,050
306
6 - 10–13 - 1
0,439
0,080
0,059
362
6 - 9–13 - 1
0,439
0,090
0,110
418
6 - 1–4 - 1
0,494
0,486
0,495
251
6 - 14–6 - 1
0,441
0,048
0,050
307
6 - 5–12 - 1
0,477
0,279
0,059
363
6 - 2–12 - 1
0,499
0,356
0,110
419
6 - 1–7 - 1
0,484
0,427
0,496
252
6 - 20–14 - 1
0,403
0,043
0,051
308
6 - 10–8 - 1
0,460
0,056
0,059
364
6 - 5–7 - 1
0,428
0,163
0,110
420
6 - 1–19 - 1
0,500
0,495
0,500
253
6 - 13–14 - 1
0,427
0,081
0,051
309
6 - 9–9 - 1
0,417
0,075
0,059
365
6 - 4–15 - 1
0,459
0,291
0,112
421
6 - 1–14 - 1
0,500
0,495
0,501
254
6 - 12–20 - 1
0,440
0,050
0,051
310
6 - 3–11 - 1
0,468
0,138
0,059
366
6 - 2–15 - 1
0,468
0,334
0,113
 
 
 
 
 
255
6 - 14–5 - 1
0,403
0,045
0,052
311
6 - 7–5 - 1
0,455
0,071
0,060
367
6 - 6–10 - 1
0,445
0,070
0,114
 
 
 
 
 
256
6 - 8–6 - 1
0,449
0,053
0,052
312
6 - 6–2 - 1
0,496
0,087
0,060
368
6 - 5–13 - 1
0,418
0,353
0,114
 
 
 
 
 
257
6 - 14–11 - 1
0,422
0,072
0,053
313
6 - 12–9 - 1
0,406
0,125
0,060
369
6 - 5–18 - 1
0,449
0,331
0,115
 
 
 
 
 
258
6 - 13–15 - 1
0,430
0,071
0,053
314
6 - 4–6 - 1
0,406
0,269
0,060
370
6 - 4–19 - 1
0,482
0,183
0,116
 
 
 
 
 
259
6 - 7–9 - 1
0,453
0,106
0,053
315
6 - 5–5 - 1
0,482
0,068
0,060
371
6 - 5–2 - 1
0,476
0,216
0,118
 
 
 
 
 
260
6 - 17–10 - 1
0,464
0,047
0,053
316
6 - 6–11 - 1
0,487
0,075
0,060
372
6 - 2–14 - 1
0,480
0,279
0,119
 
 
 
 
 
261
6 - 12–18 - 1
0,439
0,051
0,053
317
6 - 6–19 - 1
0,361
0]121
0,061
373
6 - 20–15 - 1
0,414
0,048
0,128
 
 
 
 
 
262
6 - 11–15 - 1
0,367
0,096
0,053
318
6 - 4–2 - 1
0,465
0,190
0,061
374
6 - 4–14 - 1
0,439
0,074
0,130
 
 
 
 
 
263
6 - 17–5 - 1
0,464
0,132
0,053
319
6 - 5–1 - 1
0,410
0,131
0,061
375
6 - 3–13 - 1
0,492
0,277
0,134
 
 
 
 
 
264
6 - 11–13 - 1
0,491
0,154
0,054
320
6 - 7–6 - 1
0,496
0,113
0,061
376
6 - 4–18 - 1
0,462
0,136
0,135
 
 
 
 
 
265
6 - 7–11 - 1
0,458
0,062
0,054
321
6 - 9–17 - 1
0,432
0,146
0,061
377
6 - 2–9 - 1
0,469
0,433
0,136
 
 
 
 
 
266
6 - 19–16 - 1
0,424
0,165
0,055
322
6 - 3–19 - 1
0,488
0,285
0,061
378
6 - 1–17 - 1
0,456
0,382
0,141
 
 
 
 
 
267
6 - 16 - 1
0,327
0,064
0,055
323
6 - 2–19 - 1
0,486
0,279
0,061
379
6 - 4–11 - 1
0,389
0,150
0,141
 
 
 
 
 
268
6 - 20–5 - 1
0,427
0,076
0,055
324
6 - 3–10 - 1
0,495
0,250
0,061
380
6 - 1
0,300
0,218
0,143
 
 
 
 
 
269
6 - 11–8 - 1
0,456
0,054
0,055
325
6 - 4–9 - 1
0,436
0,222
0,062
381
6 - 3–18 - 1
0,392
0,228
0,143
 
 
 
 
 
270
6 - 14–15 - 1
0,422
0,060
0,055
326
6 - 9–19 - 1
0,464
0,098
0,062
382
6 - 4–16 - 1
0,461
0,081
0,143
 
 
 
 
 
271
6 - 13–7 - 1
0,439
0,049
0,055
327
6 - 7–12 - 1
0,418
0,219
0,062
383
6 - 2–2 - 1
0,450
0,451
0,151
 
 
 
 
 
272
6 - 17 - 1
0,350
0,079
0,055
328
6 - 2–1 - 1
0,503
0,495
0,062
384
6 - 2–5 - 1
0,488
0,354
0,152
 
 
 
 
 
273
6 - 12–15 - 1
0,470
0,048
0,055
329
6 - 8 - 1
0,411
0,119
0,062
385
6 - 11–5 - 1
0,483
0,099
0,154
 
 
 
 
 
274
6 - 19–7 - 1
0,420
0,049
0,056
330
6 - 4–3 - 1
0,504
0,288
0,062
386
6 - 2–7 - 1
0,495
0,365
0,168
 
 
 
 
 
275
6 - 15–9 - 1
0,474
0,058
0,056
331
6 - 14–17 - 1
0,377
0,092
0,063
387
6 - 3–17 - 1
0,395
0,306
0,170
 
 
 
 
 
276
6 - 11–20 - 1
0,369
0,063
0,056
332
6 - 12–3 - 1
0,451
0,063
0,063
388
6 - 3–1 - 1
0,476
0,203
0,177
 
 
 
 
 
277
6 - 19–12 - 1
0,414
0,043
0,056
333
6 - 13 - 1
0,298
0,128
0,063
389
6 - 2–11 - 1
0,493
0,319
0,181
 
 
 
 
 
278
6 - 19–17 - 1
0,404
0,093
0,056
334
6 - 13–13 - 1
0,479
0,048
0,064
390
6 - 1–9 - 1
0,495
0,485
0,209
 
 
 
 
 
279
6 - 20–2 - 1
0,425
0,080
0,056
335
6 - 7–4 - 1
0,453
0,134
0,064
391
6 - 2–4 - 1
0,496
0,426
0,212
 
 
 
 
 
2806 - 19–8 - 10,4200,0650,0563366 - 2–16 - 10,4850,2840,0643926 - 6–6 - 10,4420,1940,214   , 

The models with the least MSE are marked in bold.

A schematic representation of one of tested artificial neural networks. Our ANN has input layer, two hidden layers and an output layer. The input layer has 6 neurons, the first hidden layer has 18 neurons, the second hidden layer has 16 neurons and output layer has 1 neuron. Evaluation and selection of multiple network architectures The models with the least MSE are marked in bold.

Results

The data have been analyzed using NeuronDotNet computer library [32]. Training an ANN is the process of setting the best weights on the inputs of each of the nodes. The goal is to use the training set to produce weights where the output of the network is as close to the desired output as possible for as many of the examples in the training set as possible [30]. Table 3 shows the MSE for all 421 trained artificial neural models. A satisfactory MSE was yielded for ANNs with: 18 nodes in the first hidden layer and 16 nodes in the second hidden layer 19 nodes in the first hidden layer and 19 nodes in the second hidden layer 18 nodes in the first hidden layer and 10 nodes in the second hidden layer Figure 2 presents the MSE for ANN model based on 6-18-16-1 architecture and the training set.
Figure 2

Plot of total error in training ANN based on 6-18-16-1 architecture. Training of the feedforward backpropagation neural network as measured by the square error of the difference between the actual and predicted variable.

Plot of total error in training ANN based on 6-18-16-1 architecture. Training of the feedforward backpropagation neural network as measured by the square error of the difference between the actual and predicted variable. Table 2 lists classification results on the test set of ANN modelling for presence and absence of Idiopathic Scoliosis in the anamnesis. It proves how well the artificial neural network will perform on new data. The comparison of developed models showed, that the most satisfactory classification accuracy was achieved for ANN model with 18 nodes in the first hidden layer and 16 nodes in the second hidden layer. The classification accuracy for Idiopathic Scoliosis in the anamnesis with expression measurement of ACTB and GAPDH with use of ANN based on 6-18-16-1 architecture was 8 of 9 (88%). Only in one case (ID 27 in test set), the prediction was ambiguous.

Conclusions

The results of this study confirm the potential benefits of the artificial neural network application for clinical research and point at human housekeeping genes as a potential target for future molecular investigations on idiopathic scoliosis etiopathogenesis. The analysis indicates the relationship between level of expression of ACTB, GAPDH and familial Idiopathic Scoliosis.

Abbreviations

IS: Idiopathic Scoliosis;ANN: Artificial neural network;mRNA: Messenger ribonucleic acid;QRT PCR: Quantitative Real Time Reverse Transciptase Chain Reaction

Competing interests

The authors declare that they have no financial or non-financial competing interests.

Authors' contributions

RN participated in the design of the study, performed spinal surgeries, prepared tissue samples, performed radiological measurements and statistical analysis and drafted the manuscript. TW carried out analysis based on artificial neural network and participated in the design of the study. MT has supported us with her experience and knowledge concerning advanced data analysis: knowledge discovery from data, data mining, artificial intelligence and machine learning, and together with DZ and UM has been involved in the design of the study and interpretation of the data and helped to draft the manuscript. All authors read and approved the final manuscript.
  16 in total

1.  Heritability of scoliosis.

Authors:  Anna Grauers; Iffat Rahman; Paul Gerdhem
Journal:  Eur Spine J       Date:  2011-11-18       Impact factor: 3.134

2.  Scoliosis in twins. A meta-analysis of the literature and report of six cases.

Authors:  K L Kesling; K A Reinker
Journal:  Spine (Phila Pa 1976)       Date:  1997-09-01       Impact factor: 3.468

3.  A genetic survey of idiopathic scoliosis in Boston, Massachusetts.

Authors:  E J Riseborough; R Wynne-Davies
Journal:  J Bone Joint Surg Am       Date:  1973-07       Impact factor: 5.284

4.  Genetic aspects of idiopathic scoliosis. A Nicholas Andry Award essay, 1970.

Authors:  H R Cowell; J N Hall; G D MacEwen
Journal:  Clin Orthop Relat Res       Date:  1972 Jul-Aug       Impact factor: 4.176

5.  Familial (idiopathic) scoliosis. A family survey.

Authors:  R Wynne-Davies
Journal:  J Bone Joint Surg Br       Date:  1968-02

6.  Adolescent idiopathic scoliosis: a new classification to determine extent of spinal arthrodesis.

Authors:  L G Lenke; R R Betz; J Harms; K H Bridwell; D H Clements; T G Lowe; K Blanke
Journal:  J Bone Joint Surg Am       Date:  2001-08       Impact factor: 5.284

7.  Idiopathic scoliosis in twins studied by DNA fingerprinting: the incidence and type of scoliosis.

Authors:  M Inoue; S Minami; H Kitahara; Y Otsuka; Y Nakata; M Takaso; H Moriya
Journal:  J Bone Joint Surg Br       Date:  1998-03

8.  Scoliosis prevalence: a call for a statement of terms.

Authors:  W J Kane
Journal:  Clin Orthop Relat Res       Date:  1977 Jul-Aug       Impact factor: 4.176

9.  beta-Actin and GAPDH housekeeping gene expression in asthmatic airways is variable and not suitable for normalising mRNA levels.

Authors:  E M Glare; M Divjak; M J Bailey; E H Walters
Journal:  Thorax       Date:  2002-09       Impact factor: 9.139

10.  Estimation of vertebral rotation and the spinal and rib cage deformity in scoliosis by computer tomography.

Authors:  S Aaro; M Dahlborn
Journal:  Spine (Phila Pa 1976)       Date:  1981 Sep-Oct       Impact factor: 3.468

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  6 in total

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Authors:  Luo Xu; Zhirui Guo; Xiao Liu
Journal:  Genes Genomics       Date:  2019-11-17       Impact factor: 1.839

2.  DNA microarray integromics analysis platform.

Authors:  Tomasz Waller; Tomasz Gubała; Krzysztof Sarapata; Monika Piwowar; Wiktor Jurkowski
Journal:  BioData Min       Date:  2015-06-25       Impact factor: 2.522

3.  H-reflex changes in adolescents with idiopathic scoliosis: a randomized clinical trial.

Authors:  Mohamed Salaheldien Mohamed Alayat; Ehab Mohamed Abdel-Kafy; Ashraf Mohamed Abdelaal
Journal:  J Phys Ther Sci       Date:  2017-09-15

Review 4.  A narrative review of machine learning as promising revolution in clinical practice of scoliosis.

Authors:  Kai Chen; Xiao Zhai; Kaiqiang Sun; Haojue Wang; Changwei Yang; Ming Li
Journal:  Ann Transl Med       Date:  2021-01

5.  Evaluation of the Effectiveness of Artificial Neural Network Based on Correcting Scoliosis and Improving Spinal Health in University Students.

Authors:  Jiefu Peng
Journal:  J Healthc Eng       Date:  2022-02-10       Impact factor: 2.682

6.  Changes in circulating cell-free nuclear DNA and mitochondrial DNA of patients with adolescent idiopathic scoliosis.

Authors:  Jiong Li; Longjie Wang; Guanteng Yang; Yunjia Wang; Chaofeng Guo; Shaohua Liu; Qile Gao; Hongqi Zhang
Journal:  BMC Musculoskelet Disord       Date:  2019-10-25       Impact factor: 2.362

  6 in total

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