Version-1
- Citation
- Abstract
- Reference
- Full PDF
Abstract: Food is the basic necessity of life. One works hard and earns to satisfy our hunger .But at the end of the day, many of us are not sure of what we eat. We may be eating a dangerous flavors and dyes. Often, we invite diseases rather than good health. The purpose of this article is to detect the presence of food adulterants in some common foods and to create awareness about the artificial tests and dyes. A study of the IR spectra and the optical activitiy of two natural and artificial most common used flavor and colors (Vanilla and Strawberry) were detected. IR spectra of synthetic Vanilla were dominated by specific peaks that attributed to corresponding synthetic pigments (specific spectral band of stretching C=0 ester of aldehydic and ketonic groups in synthetic flavor at1744.87cm-1 with a weak shoulder at1700 cm-1 .And stretching CO of sucrose at (990.49 and 923,70) cm-1.The synthetic Strawberry characterized with specific spectral bands of (C=O stretching at 1634.96 cm-1 in ester and CO stretching of sucrose at 925 cm-1), while these functional groups disappeared in natural. Vanilla and Strawberry extracts. The natural Flavoring extracts posse's levorotatory property; they are optically active, while the synthetic extracts not rotates the plane of polarization of the light which passes through the material, they are said to be; not active optically. The obtained results indicated that, Infrared spectrum and Optical activity could be adapted to detect adulterants added products, and to differentiate between natural and artificial food flavoring extracts.
Key Words: Adulteration, Food dyes, Flavors, Vanilla, Strawberry.
[1]. Quick Test For Some Adulterants In Food-Instruction Manual-part 1 .3/8/2012.
[2]. Ben F. Feingold, MD Journal of Learning Disabilities . VOIUME, 9, NUMBER,9 ,1976.
[3]. K. Anderson, H. Kaplan, D. Lam and J. Lancaster (1999) Paternal Care by Genetic Fathers and Stepfathers II: Reports by Xhosa High School Students. Evolution and Human Behavior 20(6):433-452.
[4]. Richard W. Pressinger ( M.Ed.) s project supervised by Kofi Marfo at :The University of South Florida Special Education Department. 1997.
[5]. K. Anderson, H. Kaplan, and J. Lancaster (1999) Paternal Care by Genetic Fathers and Stepfathers I: Reports from Albuquerque Men. Evolution and Human Behavior 20(6):405-432., Food & Drugs, Title 212.
[6]. "Food additives and hyperactive behavior in 3-year-old and 8/9-year-old children in the community: a randomized, double-blinded, placebo-controlled trial", Lancet, Sept 2007 .
[7]. Herrmann A., Stockli M., J. Chrom., 1982, 246, 313-316. [8]. 125. Vanillin (FAO Nutrition Meetings Report Series 44a).
[9]. Code Fed.Regulat. (1988) Title 21, Part189, sec. 189.130, Government Printing Office, Washington.
[10]. Rapid Differentiation Between Natural and Artificial Vanilla Flavorings for Determining Food Fraud Using AxION DSA/TOF with No Chromatography or Sample Preparation Published in USA, September 15, 2011Publication Number 5990-8716ENPerkinElmer, Inc.940 Winter Street Waltham, MA 02451 USA .
- Citation
- Abstract
- Reference
- Full PDF
| Paper Type | : | Research Paper |
| Title | : | On Stability Equilibrium Analysis of Endemic Malaria |
| Country | : | Nigeria. |
| Authors | : | I. I. Raji, A. A. Abdullahi, M. O. Ibrahim |
| : | 10.9790/4861-0530713 ![]() |
Abstract: This paper considers the stability equilibrium of malaria in a varying population. We established the
Disease free equilibrium and the endemic equilibrium and carried out the stability analysis of the Disease free
equilibrium state (the state of complete eradication of malaria from the population).
[1]. Herbert .W. Hethcote (2000). The Mathematics of Infectious Diseases. Society for Industrial and Applied Mathematics. Vol.42(4), 599-653.
[2]. Ibrahim, M.O. and Egbetade, S.A. (2012). A Mathematical Model for the Epidemiology of Tuberculosis with estimate of the basic reproduction number. Archimedes Journal Maths. Vol .2.
[3]. Jibril. L .and Ibrahim, M.O. (2011). Mathematical Modeling on the CDTI Prospects for elimination of Onchocerciasis: A deterministic model Approach. Mathematics and Statistics. Vol.3(4), 136-140.
[4]. John, G. Ayisi, Anna. M.VanEijk, Robert D. Newman (2010). Maternal Malaria and Perinatal HIV Transmission, Western Kenya Centers for Disease Control and Prevention. Vol.4(3).
[5]. JulienArino, Connell. C. Mccluskey, and Van Den Driessche (2003). Global results for an epidemic model with Vaccination that exhibits Backward Bifurcation. Society for Industrialand Applied Mathematics. 64(1), 260-276.
- Citation
- Abstract
- Reference
- Full PDF
Abstract: This paper examines Gross Domestic Product (GDP) and Export (EXP) of Nigeria between 1970
and 2007 using data from Central Bank of Nigeria's Statistical Bulletin of 2008 for cointegration. Applying
Autocorrelation Function (ACF), we find that each of the variables (GDP and Export) is non-stationary.
Augmented Engle-Granger reveals that the regression of GDP on Export is actually cointegrated and not
spurious. An error correction model shows that GDP does not adjust to change in EXP in the same time period.
The regression model obtained also shows that the short-run changes in EXP have a positive impact on the
short-run changes in GDP.
Keywords: Autocorrelation function, Export, Gross Domestic Product, stationarity, trend.
[1]. Amzath A.; Shen Y.; and Herve D. B. G. (2010): The Effects of Real Exchange Rate on Trade Balance in Cote D'Ivoire: Evidence
from The Cointegration Analysis and Error-Correction Models, Journal of Applied Research in Finance (JARF) (1(3)/2010), pp 44-
60
[2]. Dickey, D. A. and Fuller, W. A. (1979): Distribution of the Estimator for Autoregressive Time Series with a Unit Root, Journal of
American Statistical Association, vol. 74, pp 427 – 431.
[3]. Drama B. G. H. and Yao S. (2011): The Demand for Money in Cote d'Ivoire: Evidence from the Cointegration Test. International
Journal of Economics and Finance, Vol 3, No 1, pp 188-198.
[4]. Engle, R. F. and Granger, C. W. J. (1987): Co-integration and Error Correction: Representation, Estimation and Testing,
Econometrica, vol. 55, pp. 251 – 276.
[5]. Fuller W. A. (1976): Introduction to Statistical Time Series, John Wiley & Sons, New York.
[6]. Granger, C. W. J. (1986): Developments in the study of Co-integrated Economic Variables, Oxford Bulletin of Economics and
Statistics, vol. 48, p 226-228.
