June 6, 2010. The Effects of Obstructive Sleep Apnea and Visceral Fat on Insulin Resistance: The Icelandic Sleep Apnea Cohort, Associated Professional Sleep Societies, LLC (APSS).
The purpose of this investigation is comparing the effects of three admitting models using maximum admits in increasing the maximum strength and hypertrophy of unexercised men in the muscles of arm forth. Statistical sample of this investigation are 45 non-athlete male students of Mazandaran University of Science and Technology of the Department of Public Physical Education. Maximum strength and the mass of muscles in the sample was measured using the maximum repeating test in moving arm form by Haler or measured using the arm, before and after the match. Then, the samples were grouped in 3 empirical groups (15 per groups). They exercised for 8 weeks, 3 sessions per week, and 75 minutes per session. The data were analyzed by variance and (LSD) by using SPSS20 software (p≤0.05). There was no meaningful difference among 3 models; normally pyramidal, Counter-pyramidal, and Flat-pyramidal in increasing the shape of arm forth. Also, there was a meaningful difference between two methods, pyramids and flat pyramid after the test. There was no meaningful difference among the methods between counter-pyramidal and flat-pyramidal. So, we can suggest that when the purpose is increasing the muscle, we can use every method, but if the purpose is increasing the strength, it is preferring to use flat pyramidal method.
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Cortisol overexposure is well-known in the scientific literature to increase appetite and
promote fat storage in the abdominal area. The holidays are often cited as a stressful time of the year (Thanksgiving to New Year’s Day) ñ and a time during which many people
gain weight. Our hypothesis was that a comprehensive lifestyle program would attenuate stress and weight gain in this group of “stress-eaters.”
Changes During Passive Recovery In Lower Limbs Tiredness After Strenuous WorkoutIOSR Journals
Abstract: Lower limbs tiredness is a widely accepted indicator for recovery state prediction. The study was
designed and purposed to know the rate and trend of lower limbs tiredness recovery after strenuous workout in
passive state. Ten athletes from LNIPE, Gwalior having almost similar anthropometric measurements,
physiological capacity, chronological age(18-19 year), training age(5-6 year), event(sprinters) etc. residing in
same campus having similar daily routine were selected as participant in this experiment. The experiment was
conducted in a highly controlled environment using sophisticate equipments. Target Heart Rate Zone of the
workout lasting for 20 minutes was 80%-90% of their Maximum Heart Rate. Three readings including pre, post
and 30 minutes post workout was considered for both the two tests (Isometric Leg Strength Test and Sergeant
Jump Test) selected for the purpose. rANOVA was employed separately to derive out meaningful information
from the raw data. In both the tests well controlled workout for 20 minutes resulted in significant increase state
of post workout readings. With passage of time after 30 minutes post passive recovery there was no
improvement in state of tiredness. Thus scope of future research is there in planning out means and methods to
promote lower limbs tiredness recovery during this post recovery period.
Keyword: Isometric Leg Strength Test, Sergeant Jump Test, Recovery, rANOVA
Obstructive Sleep Apnoea and the Metabolic SyndromeDr.Aslam calicut
Introduction
OSA and the Metabolic Syndrome
OSA and Obesity
OSA and Hypertension
OSA and Insulin Resistance
OSA and Dyslipidemia
Pathogenesis
Effect of Treatment
Conclusion
The purpose of this investigation is comparing the effects of three admitting models using maximum admits in increasing the maximum strength and hypertrophy of unexercised men in the muscles of arm forth. Statistical sample of this investigation are 45 non-athlete male students of Mazandaran University of Science and Technology of the Department of Public Physical Education. Maximum strength and the mass of muscles in the sample was measured using the maximum repeating test in moving arm form by Haler or measured using the arm, before and after the match. Then, the samples were grouped in 3 empirical groups (15 per groups). They exercised for 8 weeks, 3 sessions per week, and 75 minutes per session. The data were analyzed by variance and (LSD) by using SPSS20 software (p≤0.05). There was no meaningful difference among 3 models; normally pyramidal, Counter-pyramidal, and Flat-pyramidal in increasing the shape of arm forth. Also, there was a meaningful difference between two methods, pyramids and flat pyramid after the test. There was no meaningful difference among the methods between counter-pyramidal and flat-pyramidal. So, we can suggest that when the purpose is increasing the muscle, we can use every method, but if the purpose is increasing the strength, it is preferring to use flat pyramidal method.
EFFECT OF A LIFESTYLE PROGRAM ON HOLIDAY STRESS, CORTISOL, AND BODY WEIGHTShawn Talbott
Cortisol overexposure is well-known in the scientific literature to increase appetite and
promote fat storage in the abdominal area. The holidays are often cited as a stressful time of the year (Thanksgiving to New Year’s Day) ñ and a time during which many people
gain weight. Our hypothesis was that a comprehensive lifestyle program would attenuate stress and weight gain in this group of “stress-eaters.”
Changes During Passive Recovery In Lower Limbs Tiredness After Strenuous WorkoutIOSR Journals
Abstract: Lower limbs tiredness is a widely accepted indicator for recovery state prediction. The study was
designed and purposed to know the rate and trend of lower limbs tiredness recovery after strenuous workout in
passive state. Ten athletes from LNIPE, Gwalior having almost similar anthropometric measurements,
physiological capacity, chronological age(18-19 year), training age(5-6 year), event(sprinters) etc. residing in
same campus having similar daily routine were selected as participant in this experiment. The experiment was
conducted in a highly controlled environment using sophisticate equipments. Target Heart Rate Zone of the
workout lasting for 20 minutes was 80%-90% of their Maximum Heart Rate. Three readings including pre, post
and 30 minutes post workout was considered for both the two tests (Isometric Leg Strength Test and Sergeant
Jump Test) selected for the purpose. rANOVA was employed separately to derive out meaningful information
from the raw data. In both the tests well controlled workout for 20 minutes resulted in significant increase state
of post workout readings. With passage of time after 30 minutes post passive recovery there was no
improvement in state of tiredness. Thus scope of future research is there in planning out means and methods to
promote lower limbs tiredness recovery during this post recovery period.
Keyword: Isometric Leg Strength Test, Sergeant Jump Test, Recovery, rANOVA
Obstructive Sleep Apnoea and the Metabolic SyndromeDr.Aslam calicut
Introduction
OSA and the Metabolic Syndrome
OSA and Obesity
OSA and Hypertension
OSA and Insulin Resistance
OSA and Dyslipidemia
Pathogenesis
Effect of Treatment
Conclusion
A PowerPoint presentation on the basics of Diastolic Dysfunction evaluation by TEE.
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A PowerPoint presentation on the basics of Diastolic Dysfunction evaluation by TEE.
Dr Terry Bejot is a cardiovascualr anesthesiologist who is also the creator and publisher of E-echocardiography.com, the online course and resource for learning TEE.
Introduction to diuretics.
Therapeutic approaches.
Normal physiology of urine formation.
Classification of drugs .
Mechanism of action of Acetazolamide.
Mechanism of action of Thiazides.
Mechanism of action of Loop diuretics.
Mechanism of action of potassium sparing diuretics &aldosterone antagonists.
2018-04-18 المؤتمر العلمي الثاني للمعهد القومي لعلوم المسنين جامعة بني سويف بعنوان" التحديات والمستجدات العالمية في رعاية المسنين"
http://www.bsu.edu.eg/ShowConfDetails.aspx?conf_id=217
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Bills have a main role in point of sale procedure. It will help to track sales, handling payments and giving receipts to customers. Bill splitting also has an important role in POS. For example, If some friends come together for dinner and if they want to divide the bill then it is possible by POS bill splitting. This slide will show how to split bills in odoo 17 POS.
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The Effects of Obstructive Sleep Apnea and Visceral Fat on Insulin Resistance
1. The Effects of Obstructive Sleep
Apnea and Visceral Fat
on Insulin Resistance:
The Icelandic Sleep Apnea Cohort
Greg Maislin
Director, Biostatistics Core
Adjunct Associate Professor
of Biostatistics in Medicine
Division of Sleep Medicine
University of Pennsylvania School of Medicine
2. Co-Authors
Dept. of Respiratory Medicine Center for Sleep and
and Sleep Respiratory Neurobiology
Landspitali University Division of Sleep Medicine
Hospital University of Pennsylvania
Reykjavik Iceland School of Medicine
Philadelphia PA
Bryndis Benediktsdottir
Erna Sif Arnardóttir Richard J. Schwab
Isleifur Olafsson Allan I. Pack
Thorarinn Gislason
3. Quick Background I
Mary Ip et al AJRCCM 2002, 165:670
“OSA is Independently Associated with Insulin
Resistance”
Hong Kong sleep center population, N=270, excluded
known diabetes, homeostasis model assessment method
(HOMA).
“Stepwise multiple linear regression analyses showed that
obesity was the major determinant of insulin resistance but
sleep disordered breathing parameters were also
independent predictors of insulin resistance.”
4. Quick Background II
Naresh Punjabi et al AJRCCM 2002 165:677
“Sleep-disorded Breathing and Insulin Resistance in
Middle-aged and Overweight Men”
Community population, N=150 without diabetes or
cardiopulmonary disease, PSG, MSLT, OGGT and
fasting insulin and lipids
“Multivariable linear regression analyses revealed that
increasing AHI was associated with worsening insulin
resistance independent of obesity”
5. Quick Background III
Naresh Punjabi et al Am J Epid 2004, 160:521.
”Sleep-Disordered Breathing, Glucose Intolerence,
and Insulin Resistance: The Sleep Heart Health Study”
Community dwelling, N=2656, RDI and O2 sat., fasting
and glucose 2-hour glocuse (OGTT) within 1 year of PSG.
“The results from this study suggest that SDB in
independently associated with glucose intolerance and
insulin resistance and may lead to type 2 diabetes
mellitus.”
6. Quick Background IV
Igor Harsch et al AJRCCM 2004, 169:156.
“CPAP Treatment Rapidly Improves Insulin
Sensitivity in Patients with OSA”
N=40, euglycemic clamp (invasive)
“The effect of CPAP on insulin sensitivity is smaller in non
obese individuals suggesting that in obese patients
insulin sensivity is mainly determined by obesity, and to a
smaller extent, by sleep apnea.”
7. Potential Mechanisms
Elevated sympathetic nervous system activity
Alterations in glucocorticoid regulation induced
by sleep loss
Recurrent intermittant hypoxemia associated with
sleep-disorded breather
8. Aim of Study
To compare the relative importance of OSA
and obesity on insulin resistance (IR)
To assess if the effect of OSA on IR varies
among non-obese, mildly obese, and severely
obese
To use MR imaging volumetric determinations
of abdominal fat
9. Icelandic Sleep Cohort
Patients diagnosed with OSA at one of five health
clinics within Iceland and referred for CPAP to the
Landspitali University Hospital in Reykjavik from Sept
2005 - Dec 2009. >90% agreed to participate in the
study.
Subjects were initially diagnosed as having OSA by
sleep studies. Anthropometric measurements,
medical history, health related quality of life and other
questionnaires, MR imaging, and fasting insulin and
glucose (to determine HOMA) were obtained at
baseline.
10. Iceland Sleep Apnea Cohort (ISAC)
Overall and by Obesity Category
Icelandic
Sleep BMI < 30 BMI 30 -< 35 BMI ≥ 35 p-value
2 2 2 for comparison
Demographics Apnea
Cohort
kg/m kg/m kg/m
between groups
(Ranks or χ2)
n = 826 n = 180 n = 192 n = 126
Age (years) 54.4 ± 10.7 55.8 ± 9.7 55.2 ± 10.6 52.5 ± 11.2 0.001
% of males 81.0 82.9 82.39 78.1 0.28
2
Body mass index (kg/m ) 33.5 ± 5.7 27.4 ± 2.0 32.4 ± 1.5 39.7 ± 4.0 N/A
Abdominal fat vol.
3 4.34 (1.83) 3.21 (1.37) 4.61 (1.54) 5.29 (1.93) <0.0001
(MRI times 10 ) (N=665)
Current smokers (%) 21.1 24.2 19.5 20.0 0.37
Epworth Sleepiness Score 11.6 ±5.1 11.5 ± 4.9 11.3 ± 5.2 12.1 ± 5.1 0.20
11. Why restrict analysis cohort by
AHI 14-80 and ODI 10-65?
To simultaneously estimate the effects of BMI category and OSA
severity, the range of the OSA severity must be restricted to be the
same across the BMI tertiles for both AHI and ODI (called ‘double
overlap cohort’) in order to avoid extrapolation.
All subjects Overlap cohort
60
50
BMI
40
BMI tertiles
30 BMI above 35
BMI 30-35
20 BMI below 30
0 30 60 90 120 150
AHI
12. Description of Overlap Cohort
Overall and by Obesity Category
Demographics
BMI < 30 BMI 30 -< 35 BMI ≥ 35 p-value
All 2 2 2
kg/m kg/m kg/m for comparison
between groups
N = 498 n = 180 n = 192 n = 126
(Ranks or χ2)
Age (years) 54.5 ± 10.4 55.4 ± 9.5 54.8 ± 10.9 52.8 ± 10.8 0.09
% of males 82.1 86.7 83.9 73.0 0.007
2
Body mass index (kg/m ) 32.1 ± 4.7 27.5 ± 2.0 32.3 ± 1.4 38.32 ± 2.9 N/A
Abdominal fat vol.
3 4.25 (1.75) 3.26 (1.37) 4.61 (1.54) 5.11 (1.87) <0.0001
(MRI times 10 )
Current smokers %) 20.5 23.3 19.8 17.4 0.45
Epworth Sleepiness Score 11.6 ±4.9 11.9 ± 5.0 11.1 ± 4.7 12.1 ± 5.1 0.17
16. Correlations between log(HOMA) and
Obesity Measures
Log(HOMA)
Obesity Measures r p
3
Total abdominal fat volume (cm ) 0.56 <0.0001
2
Body mass index (kg/m ) 0.55 <0.0001
Waist circumference (cm) 0.54 <0.0001
3
Subcutaneous fat volume (cm ) 0.47 <0.0001
3
Visceral fat volume (cm ) 0.44 <0.0001
Waist-to-hip ratio (cm/cm) 0.29 <0.0001
Note: Similar correlations were obtained when assessed
using Spearman correlation
17. Bootstrap Tests for Differences between
Correlations with log(HOMA)
Measure 1 Measure 2 Mean 95% non- P-value
difference parametric CI
Total abdominal fat Visceral fat 0.123 (.073 – 0.173) <0.001
BMI Visceral fat 0.110 (.043 - .186) <0.001
Waist circumference Visceral fat 0.102 (.046 - .162) <0.001
Subcutaneous fat Visceral fat 0.036 (-.043 – .128) 0.16
Waist to hip ratio Visceral fat -0.144 (-.212 - -.081) <0.001
18. Correlations between log(HOMA)
and Apnea Severity Measures
Overall and by Obesity Category
BMI < 30 BMI ≥30 and BMI ≥35
All 2 2 2
kg/m <35 kg/m kg/m
(N=498)
Measure (N=180) (N=192) (N=126)
r p r p r p r p
Apnea-hypopnea index 0.05 0.26 0.08 0.27 -0.04 0.55 0.13 0.16
Oxygen desaturation index 0.14 0.002 0.21 0.005 -0.01 0.84 0.16 0.07
Minimum SaO2 (%) -0.18 <0.001 -0.07 0.37 -0.10 0.16 -0.16 0.07
Hypoxia time (minutes) 0.18 <0.001 0.24 0.0009 0.11 0.13 0.03 0.78
19. Correlations between log(IL-6) and
Apnea Severity Measures
BMI < 30 BMI ≥30 and <35 BMI ≥35
All
kg/m2 kg/m2 kg/m2
(N=347)
Measure (N=142) (N=131) (N=74)
r p r p r p r p
Apnea-hypopnea index -0.02 0.70 -0.23 0.005 0.12 0.16 0.02 0.87
Oxygen desaturation index 0.08 0.12 -0.09 0.30 0.16 0.07 0.07 0.57
Minimum SaO2 (%) -0.13 0.01 0.12 0.17 -0.24 0.005 -0.16 0.18
Hypoxia time (minutes) 0.18 0.001 -0.06 0.45 0.36 <0.0001 0.09 0.43
20. Response Surface Methodology
Y=f(X1, X2, X3,) + ε, ε~N(0, σε 2)
E[log(HOMA)] was modeled as a third order
linear model with terms defined by apnea (A)
and obesity severity (O)
Normal and constant variance assumptions
verified for log transformed outcomes
21. Response Surface Methodology
The specific model used was:
E[log(HOMA] =
β0 +
β 1*A + β 2*(A)2 +
β 3*O + β 4*(O)2 +
β 5*(A*O) +
β 6*A*(O)2 +β 7*O*(A)2
A = apnea severity measure; O = obesity severity
measure
22. RSM: log(HOMA)=f(ODI, BMI)
R2=33.3%
(p<0.0001)
4.0
Partial R2’s
3.5 Obesity = 32.6%
3.0 (p<0.0001)
log(HOMA)
2.5
2.0 Apnea = 3.1%
1.5 (p=0.01)
1.0
0.5 O x A = 2.2%
45
0.0
60 40 (p=0.01)
55
50 35 I
45
40
35 30
BM Non-linear = 5%
30
25
OD
I
20
15
10
25
(p=0.0005)
23. Response Surface Methodology
4.0
4 3.5
3.0
log(HOMA)
3
2.5
log(HOMA)
2 2.0
1.5
1 1.0
0.5
0 45
45 0.0
80
75 40 60 40
70 55
65
60 35
MI
50 35 I
55
50
45 30
B 45
40
35 30
BM
40
35 30
AH 30
25 OD 25
20
I 25
20
15 I 15 25
10
4.0 4.0
3.5 3.5
3.0 3.0
log(HOMA)
log(HOMA)
2.5 2.5
2.0 2.0
1.5 1.5
1.0 1.0
0.5 0.5
45 45
0.0 0.0
40 40
72
74 125 I
76 35 I 35
Min
78
80 30
BM 100
75 BM
Min 30
imu 82
84 ute 50
mS 86 25 sO 25 25
AO 88
2 <90
0
2 %
24. RSM: log(HOMA)=f(ODI, Total Abd. Fat)
R2=34.1%
(p<0.0001)
3.0 Partial R2’s
2.5
Obesity = 32.8%
log(HOMA)
2.0
(p<0.0001)
1.5
1.0 Apnea = 1.4%
0.5 (p=0.20)
14
0.0
60
12
I) O x A = 0.9%
50 10 (MR
40
8 lume (p=0.21)
30
Vo )
OD 20 at
I 6 l F 1000
10
mi
na (x Non-linear = 3.4%
do
Ab (p=0.002)
25. 3.0
2.5
Response Surface Methodology 3.0
2.5
log(HOMA)
log(HOMA)
2.0 2.0
1.5 1.5
1.0 1.0
0.5 0.5
0.0 9.0 9.0
0.0
)
7.5
RI 7.5 )
RI
75
70
65 6.0 (M 60 6.0 M
me e(
60 50
55 4.5 4.5
olu
50
45
40
35
3.0
tV
40
3.0 o lum
Fa 000)
30
AH 30 1.5 1.5 tV
I ral OD Fa 000)
25 20
20 0.0
15
e 1 I 0.0 l
isc (x 10
era (x 1
V
Visc
3.0
3.0
2.5
2.5
log(HOMA)
log(HOMA)
2.0 2.0
1.5 1.5
1.0 1.0
0.5 0.5
9.0 9.0
0.0 0.0
7.5 7.5
72 6.0 125 6.0 I)
MR
74
76 4.5 100 4.5 (
me
78 75
M in 80 3.0 I) M in 3.0
imu 82
84 1.5 ( MR ute
sO
50
25
1.5
Vo
lu
mS
AO
86 0.0 me 2 <90
0 0.0
Fa
t )
88 lu l 00
2 tVo %
era 10
Fa ) c (x
l 00 Vis
c era (x
10
Vis
26. Conclusions
Obesity is a much more important determinant of insulin
resistance than obstructive sleep apnea.
There is a complex interaction between obesity and OSA
and insulin resistance.
Different metrics produce different results which may be
related to differences in what these metrics actually
measure.
Depending upon which metrics are examined, our study
provides additional confirmation that among non-obese, OSA
increases insulin resistance.
There may also be differentially important amplification of
OSA effects among the most obese.
27. BMI, Total Fat, and Visceral Fat
by BMI Category
N Std
BMI3GRP Obs Variable Label N Mean Dev Min Max
---------------------------------------------------------------------------------------------
<30 180 BMI Body Mass Index (k/m-sq) 180 27.5 2.0 20.0 29.9
MR54 ab total fat vol. 180 7.2 2.1 1.2 12.4
MR56 ab visc fat vol. 180 3.3 1.4 0.2 8.0
30-<35 192 BMI Body Mass Index (k/m-sq) 192 32.3 1.4 30.0 35.0
MR54 ab total fat vol. 192 10.6 2.2 4.7 16.9
MR56 ab visc fat vol. 192 4.6 1.5 0.7 10.1
>=35 126 BMI Body Mass Index (k/m-sq) 126 38.3 2.9 35.1 51.2
MR54 ab total fat vol. 126 14.2 2.7 7.4 22.7
MR56 ab visc fat vol. 126 5.1 1.9 1.4 11.2
---------------------------------------------------------------------------------------------
28. Response Surface Methodology
using BMI as Measure of Obesity
No BMI or No No
No BMI No OSA
OSA BMI*OSA Non-
Null hypothesis tested Effect Effect
effects interaction linearity
(df=5) (df=5)
(df=7) (df=3) (df=4)
AHI p-value for rejecting Ho: <0.0001 <0.0001 0.01 0.02 <0.0001
2 2
R or Partial R 33.9% 32.8% 3.0% 1.9% 4.7%
ODI p-value for rejecting Ho: <0.0001 <0.0001 0.01 0.01 0.0003
2 2
R or Partial R 33.9% 32.6% 3.1% 2.2% 5.0%
Min SAO2 p-value for rejecting Ho: <0.0001 <0.0001 0.10 0.11 0.001
2 2
R or Partial R 33.1% 30.7% 1.9% 1.2% 3.7%
Minutes O2 p-value for rejecting Ho: <0.0001 <0.0001 <0.0001 0.001 0.0003
2 2
< 90% R or Partial R 33.8% 31.3% 2.9% 2.1% 3.6%
29. Response Surface Methodology
Using Abdominal Visceral Fat Volume
No VisFAT No No No
No OSA
or OSA VISFAT VISFAT*OSA Non-
Null hypothesis tested Effect
effects Effect interaction linearity
(df=5)
(df=7) (df=5) (df=3) (df=4)
AHI p-value for rejecting Ho: <0.0001 <0.0001 0.25 0.77 0.003
2 2
R or Partial R 21.9% 26.0% 1.2% 0.1% 3.2%
ODI p-value for rejecting Ho: <0.0001 <0.0001 0.36 0.73 0.02
2 2
R or Partial R 21.7% 25.3% 1.1% 0.3% 2.4%
Min SAO2 p-value for rejecting Ho: <0.0001 <0.0001 0.01 0.62 0.02
2 2
R or Partial R 23.2% 20.5% 1.9% 1.2% 3.7%
Minutes p-value for rejecting Ho: <0.0001 <0.0001 0.06 0.12 0.07
2 2
O2< 90% R or Partial R 22.5% 20.6% 2.1% 1.1% 1.8%
30. Description of Overlap Cohort
Overall and by Obesity Category
Medical history
p-value
All BMI < 30 BMI 30 -< 35 BMI ≥ 35 for comparison
2 2 2
(N=498) kg/m kg/m kg/m between groups
(Wilcoxon or χ2)
Hypertension (%) 41.0 31.3 42.6 52.4 <0.001
Cardiovascular disease (%) 16.0 17.4 16.3 13.5 0.65
Obstructive lung disease (%) 18.2 16.2 16.8 23.2 0.25
Diabetes (%) (current users of diabetes
1.4 0.6 1.1 3.2 0.14
medication excluded from cohort)
Statin use (%) 19.5 18.3 19.8 20.6 0.87
Participate in exercise (%) 65.5 76.3 63.0 54.4 <0.001
CPAP rapidly improved IR in non-obese. Beyond observational study, uses treatment, signal in non-obese
From Naresh Punjabi 2002
Create table with glucose/insulin.
All subjects had a sleep study while untreated with an Embletta type 3 portable monitor or an Embla 12 channel system (EmblaTM; Flaga Inc, Reykjavik, Iceland) recording the same channels. The sleep recordings were scored in a uniform manner at the Sleep Study Reading Unit of the University of Pennsylvania; these data were used to calculate an apnea-hypopnea index (AHI) and an oxygen desaturation index (ODI) (4%). The minimum SaO2 was defined as the lowest oxygen saturation reached during the study. Hypoxia time was defined as the number of minutes with SaO2 <90%.
Correlation with logHOMA was significantly greater for Total fat volume and bmi compared to visceral fat volume( bootstrap results)
Significant correlations for non-obese, but also a potential signal for BMI>35. ODI selected because appears to be capturing both tails.
Note: Spearman rank correlations only significant for min SAO2 (p<0.04).
Response surface methodology is an approach often used in engineering-process studies (e.g., chemical plants). RSM is applicable whenever a response variable, Y , can be represented as a function of input variables, X 1 , X 2 , X 3 , etc. In general, this function may be written as Y=f(X 1 , X 2 , X 3 , ) + . The term, , reflects stochastic variation in Y not explainable by the mechanistic function, f( ). Very often, the function, f( ) can be adequately approximated by first-ordered or higher-order linear combinations of the input variables, e.g., Y = 0 + 1 *X 1 + 1 *X 2 + 1 *X 1 *X 2 + 1 *(X 1 ) 2 + ….. The general motivation for approximating the true function using a polynomial approximation is based on the Taylor series expansion around the point ( x 1 , x 2 , x 3 ,…). The stochastic element, , can often be adequately approximated by a normal random variable with mean equal to zero and variance equal to 2 . The relationship between the input variables and the response variable is often illustrated through the use of a contour plot which we refer to as a response surface map. We refer to response surface methodology and to response surface map as RSM . Myers RH and Montgomery DC: Response Surface Methodology, Process and Product Optimization Using Designed Experiments, New York: John Wiley & Sons, Inc., 1995.
Response surface methodology is an approach often used in engineering-process studies (e.g., chemical plants). RSM is applicable whenever a response variable, Y , can be represented as a function of input variables, X 1 , X 2 , X 3 , etc. In general, this function may be written as Y=f(X 1 , X 2 , X 3 , ) + . The term, , reflects stochastic variation in Y not explainable by the mechanistic function, f( ). Very often, the function, f( ) can be adequately approximated by first-ordered or higher-order linear combinations of the input variables, e.g., Y = 0 + 1 *X 1 + 1 *X 2 + 1 *X 1 *X 2 + 1 *(X 1 ) 2 + ….. The general motivation for approximating the true function using a polynomial approximation is based on the Taylor series expansion around the point ( x 1 , x 2 , x 3 ,…). The stochastic element, , can often be adequately approximated by a normal random variable with mean equal to zero and variance equal to 2 . The relationship between the input variables and the response variable is often illustrated through the use of a contour plot which we refer to as a response surface map. We refer to response surface methodology and to response surface map as RSM . Myers RH and Montgomery DC: Response Surface Methodology, Process and Product Optimization Using Designed Experiments, New York: John Wiley & Sons, Inc., 1995.
ODI HYPOXIA TIME if they look ok Statistical results Show IL-6 correlations same as homa, we found effect greatest in fattest people Then conclusion.
Response surface methodology is an approach often used in engineering-process studies (e.g., chemical plants). RSM is applicable whenever a response variable, Y , can be represented as a function of input variables, X 1 , X 2 , X 3 , etc. In general, this function may be written as Y=f(X 1 , X 2 , X 3 , ) + . The term, , reflects stochastic variation in Y not explainable by the mechanistic function, f( ). Very often, the function, f( ) can be adequately approximated by first-ordered or higher-order linear combinations of the input variables, e.g., Y = 0 + 1 *X 1 + 1 *X 2 + 1 *X 1 *X 2 + 1 *(X 1 ) 2 + ….. The general motivation for approximating the true function using a polynomial approximation is based on the Taylor series expansion around the point ( x 1 , x 2 , x 3 ,…). The stochastic element, , can often be adequately approximated by a normal random variable with mean equal to zero and variance equal to 2 . The relationship between the input variables and the response variable is often illustrated through the use of a contour plot which we refer to as a response surface map. We refer to response surface methodology and to response surface map as RSM . Myers RH and Montgomery DC: Response Surface Methodology, Process and Product Optimization Using Designed Experiments, New York: John Wiley & Sons, Inc., 1995.
P-values are for testing the null hypothesis that the indicated terms contribute no explanatory power to the model. Partial R 2 values are the percentage of error variance that is explained by adding the indicated terms to a model that did not yet include them. For the full model (df=7), R-square is presented.
P-values are for testing the null hypothesis that the indicated terms contribute no explanatory power to the model. Partial R 2 values are the percentage of error variance that is explained by adding the indicated terms to a model that did not yet include them. For the full model (df=7), R-square is presented.