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Nazir, Nageena
- Application of Simple Random Sampling in Agriculture using R-software
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Authors
M. Iqbal Jeelani
1,
Nageena Nazir
1,
S. A. Mir
1,
Fehim Jeelani
1,
N. A. Dar
2,
Shamsul Haq
3,
Syed Maqbool
3,
Shahid Wani
3
Affiliations
1 Division of Agricultural Statistics, SKUAST-K, IN
2 Division of Plant Pathology, SKUAST-K,, IN
3 Division of Environmental Science, SKUAST-K, IN
1 Division of Agricultural Statistics, SKUAST-K, IN
2 Division of Plant Pathology, SKUAST-K,, IN
3 Division of Environmental Science, SKUAST-K, IN
Source
Indian Journal of Science and Technology, Vol 7, No 5 (2014), Pagination: 705–708Abstract
In this paper one of the basic techniques of sampling namely simple random sampling has been used utilizing R software keeping in view the importance of this technique in agricultural surveys. Apple data taken from district Ganderbal of Kashmir valley is taken. Function SRSWOR(Y,N) using R software is developed; also different graphics are presented.Keywords
R Software, Boxplot, Simple Random Sampling- Modified Ratio Estimators using Linear Combination of Co-efficient of Skewness and Median of Auxiliary Variable under Rank Set Sampling and Simple Random Sampling
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Authors
Affiliations
1 Division of Agricultural Statistics, SKUAST-K, IN
1 Division of Agricultural Statistics, SKUAST-K, IN
Source
Indian Journal of Science and Technology, Vol 7, No 5 (2014), Pagination: 722–727Abstract
In this article we have proposed some ratio estimator for the study variable based on the linear combination of known values of Co-efficient of Skewness and Median of the auxiliary variable utilizing Rank set sampling and Simple random sampling are proposed. Mean squared error up to the first degree of approximation are derived. The proposed ratio estimators under rank set sampling perform better than the proposed ratio estimators under simple random sampling. The simulated study has been carried out in support of the results.Keywords
Rank set sampling, Ratio type estimator, Simple random sampling, Mean square error, Co-efficient of Skewness, Median- A New Approach of Ratio Estimation in Sample Surveys
Abstract Views :330 |
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Authors
Affiliations
1 Sher-e-Kashmir University of Agricultural Sciences and Technology of Jammu, Jammu (J&K), IN
1 Sher-e-Kashmir University of Agricultural Sciences and Technology of Jammu, Jammu (J&K), IN
Source
International Research Journal of Agricultural Economics and Statistics, Vol 8, No 1 (2017), Pagination: 100-103Abstract
This article deals with the estimation of population mean under simple random sampling using a new form of ratio estimator. The expression for mean square error and bias has been obtained. An efficiency comparison is considered for proposed estimator with the classical ratio, product and exponential ratio estimator. Finally an empirical study is also carried out to judge the performance of proposed estimator.Keywords
Simple Random Sampling, Ratio Estimator, Mean Square Error, Efficiency, AMS Classification: 62D05.References
- Bahl, S. and Tuteja, R.K. (1991). Ratio and product exponential estimator. Information & Optimazimation Sci., 12 (1) : 159-163
- Cochran, W.G. (1997). Sampling Techniques, 3rd Ed., John Wiley & Sons, Inc., New York, U.S.A.
- Jeelani, M.I. and Maqbool, S. (2013). Modified ratio estimators of population mean using linear combination of coefficient of skewness and quartile deviation. South Pacific J. Nat. & Appl. Sci., 31 (1) : 39-44.
- Murthy, M.N. (1967). Sampling theory and methods, Statistical Publishing Society, Calcutta (W.B.) India
- Prasad, B. (1989). Some improved ratio type estimators of population mean and ratio infinite population sample surveys, Communications in Statistics: Theory & Methods, 18 : 379–392.
- Sen, A.R. (1993). Some early developments in ratio estimation, Biometric J., 35 (1) : 3-13
- Singh, D. and Chaudhary, F.S. (1986). Theory and analysis of sample survey designs, New Age International Publisher.
- Singh, H.P. and Tailor, R. (2003). Use of known correlation Coefficient in estimating the finite population means, Statistics Transition, 6(4) : 555-560
- Singh, H.P., Singh, P., Tailor, R. and Kakran, M.S. (2004). An Improved Estimator of population mean using Power transformation. J. Indian Soc. Agric. Stat., 58(2) : 223-230.
- Singh, H.P. and Tailor, R. (2005). Estimation of finite population mean with known co-efficient of variation of an auxiliary, STATISTICA, anno 65 (3) : 301-313
- Upadhyaya, L.N. and Singh, H.P. (1999). Use of transformed auxiliary variable in estimating the finite population mean. Biometrical J., 41(5) : 627-636
- Yan, Z. and Tian, B. (2010).Ratio method to the mean estimation using co-efficient of skewness of auxiliary variable, ICICA2010, PartII,CCIS106(2010):103–110.
- Quality of Apple Cv. RED DELICIOUS as Influenced by Potassium
Abstract Views :193 |
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Authors
Affiliations
1 Division of Soil Science, Sher-E-Kashmir University of Agricultural Science and Technology (Kashmir), Shalimar, Srinagar (J&K), IN
1 Division of Soil Science, Sher-E-Kashmir University of Agricultural Science and Technology (Kashmir), Shalimar, Srinagar (J&K), IN
Source
An Asian Journal of Soil Science, Vol 3, No 2 (2009), Pagination: 227-229Abstract
Twelve treatment combinations of soil and foliar potassium applications were tested to study the effect of potassium on quality and nutrient concentration of apple fruit under orchard conditions. The study revealed that all the treatments exhibited positive effect on apple quality. All the treatments significantly increased the fruit weight, length, diameter, TSS, color and fruit firmness, while simultaneously a decrease in fruit acidity was also recorded. Highest fruit weight, length, diameter, TSS and color were recorded in treatment combination S3F2 (i.e. soil K2O @ 2250 gm/tree+foliar spray of 1.5% K2SO4) which was found at par with S2F2 treatment. (i.e. soil K2O @ 1500 gm/tree+foliar spray of 1.5% K2SO4); significant increase and decrease in the fruit potassium and calcium contents, respectively, was also observed.Keywords
Potassium, Nutrient Concentration, Apple, Fruit Quality.- Optimum Plot Size for Tomato by Using S-Plus and R-Software’s in the Soils of Kashmir
Abstract Views :133 |
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Authors
Affiliations
1 Division of Agricultural Statistics, S.K. University of Agricultural Sciences and Technology of Kashmir, Shalimar, Srinagar (J&K), IN
2 Division of Agricultural Statistics, S.K. University of Agricultural Sciences and Technology of Kashmir, Shalimar, Srinagar (J&K), IN
1 Division of Agricultural Statistics, S.K. University of Agricultural Sciences and Technology of Kashmir, Shalimar, Srinagar (J&K), IN
2 Division of Agricultural Statistics, S.K. University of Agricultural Sciences and Technology of Kashmir, Shalimar, Srinagar (J&K), IN
Source
An Asian Journal of Soil Science, Vol 4, No 2 (2010), Pagination: 311-314Abstract
Optimum plot shape and size of plot has been worked out from uniformity trial on S-II variety of tomato. Maximum curvature method, Fair-field Smith’s variance law was used for the purpose. A plot of 8 m2 (4m x 2 m) was found to be optimum for S-II variety of tomato grown at RRS and FOA Wadura Campus, SKUAST-K. The trial indicated that coefficient of variation decreased with increase in plot size in either direction, but decrease was more in north-south direction than east-west direction. The shape of plot has been found to have very little influence on variability within the range of plot size considered.Keywords
Tomato, Trial, Variety.- Hierarchical Bayes Small Area Estimation under an Area Level Model with Applications to Horticultural Survey Data
Abstract Views :168 |
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Authors
Affiliations
1 Division of Agri-Statistics, SKUAST-K, Shalimar (J&K), IN
2 Division of Agri-Statistics, SKUASTK, Shalimar (J&K), IN
1 Division of Agri-Statistics, SKUAST-K, Shalimar (J&K), IN
2 Division of Agri-Statistics, SKUASTK, Shalimar (J&K), IN
Source
International Research Journal of Agricultural Economics and Statistics, Vol 9, No 1 (2018), Pagination: 215-223Abstract
In this paper we studied Bayesian aspect of small area estimation using Area level model. We proposed and evaluated new prior distribution for the area level model, for the variance component rather than uniform prior. The proposed model is implemented using the MCMC method for fully Bayesian inference. Laplace approximation is used to obtain accurate approximations to the posterior moments. We apply the proposed model to the analysis of horticultural data and results from the model are compared with frequestist approach and with Bayesian model of uniform prior in terms of average relative bias, average squared relative bias and average absolute bias. The numerical results obtained highlighted the superiority of using the proposed prior over the uniform prior.Keywords
Small Area Estimation, Area Level Model, Hierarchical Bayes.References
- Adam, W., Aitke, G., Anderson, B. and William (2013). Evaluation and improvements in small area estimation methodologies. National Centre for Research Methods Methodological Review paper, Adam Whitworth (edt), University of Sheffield.
- Bell, W. (1999). Accounting for uncertainty about variances in small area estimation. Bull. Internat. Statist. Instit., 52 : 25-30.
- Berger, J.O. (1985). Statistical decision theory and bayesian analysis. Springer-Verlag, New York, U.S.A.
- Butar, F.B. and Lahiri, P. (2002). Empirical Bayes estimation of several population means and variances under random sampling variances model. J. Statist. Planning Inference, 102 : 59-69.
- Chambers, R., Chandra, H., Salvali, N. and Tzaidis, N. (2014). Outlier robust small area estimation. J. Royal Statist. Society : Series B, 76 (1) : 47-69.
- Datta, G.S., Lahiri , P. and Maiti, T. (2002). Estimation of median income of four person families by state using timeseries and cross sectional data. J. Statist. Planning & Influence, 102 : 83-97.
- Datta, G.S., Rao, J.N.K. and Smith, D.D. (2005). On measuring the variability of small area estimators under a basic area level model. Biometrika, 92 : 183-196.
- Fay, R.E. and Herriot, R.A. (1979). Estimation of incomes from small places: an application of James-Stein procedures to census data. J. American Statist. Assoc., 74: 269- 277.
- Ghosh, M., Nangia, N. and Kim, D. (1996). Estimation of median income of four-person families: A bayesian time series approach. J. American Statist. Assoc., 91 : 1423-1431.
- Harville, D.A. (1977). Maximum likelihood approach to variance component estimation and to related problems. J. American Statistical Assoc., 72: 320-340.
- Jiang, J. and Lahiri, P. (2006). Estimation of finite population domain means: A model-assisted empirical best prediction approach. J. American Statist. Assoc., 101: 301-311.
- Jiang, J. (2007). Linear and generalized linear mixed models and their applications. Springer.
- Jiango, V.D., Haziza, D. and Duchasne, P. (2013). Controlling the bias of robust small area estimators.NATSEM,9:23-30.
- Kass, R.E. and Staffey, D. (1989). Approximate Bayesian inference in conditional independent hierarchical models (parametrical empirical Bayes model). J. American Statist. Assoc., 84 : 717- 726.
- Li, H. and Lahiri, P. (2008). Adjusted density maximization method: An application to the small area estimation problem. Technical Report.
- Pfeffermann, D. (2013). New important development in small area estimation. J. Statist. Sci., 28 (1) : 40-68.
- Prasad, N.G.N. and Rao, J.N.K. (1990). On robust small area estimation using a simple random effects model. Survey Methodology, 25 : 67-72.
- Rao, J.N.K. (2003). Some new developments in small area estimation. J. Iranian Statist. Society, 2(2): 145-169.
- Rao, J.N.K., Sinha, S.K. and Dumitrescu, L. (2013). Robust small area estimation under semi-parametric mixed models. Canadian J. Statist., 9999: 1-16.
- Spiegelhalter, D., Thomas, A., Best, N. and Gilks, W. (1997). BUGS: Bayesian inference using Gibbs sampling, Version 0.6. Biostatistics Unit. Cambridge:MRC.
- Tierney, L. and Kadane, J.B. (1986). Accurate approximations for posterior moments and marginal densities. J. American Statist. Assoc., 81: 82-86.
- Tierney, L., Kass, R.E. and Kadane, J.B. (1989). Fully exponential Laplace approximations to expectations and variances of non-positive functions. J. American Statist.Assoc., 84 : 710-716.
- R Development Core Team (2008). R: A language and environment for statistical computing. R Foundation for Statistical Computing, Vienna, Austria. ISBN 3-900051-07-0, URL http://www.R-project.org.
- An Application of Generalized Linear Model in Survival Analysis
Abstract Views :205 |
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Authors
Affiliations
1 S.K. University of Agricultural Sciences and Technology of Kashmir, Shalimar, Srinagar (J&K), IN
1 S.K. University of Agricultural Sciences and Technology of Kashmir, Shalimar, Srinagar (J&K), IN
Source
Asian Journal of Home Science, Vol 13, No 1 (2018), Pagination: 68-74Abstract
Diabetes is a chronic, often debilitating and sometimes fatal disease, in which the body either cannot produce insulin or cannot properly use the insulin it produces. Type 1 diabetes occurs when the immune system mistakenly attacks and kills the beta cells of the pancreas. Type 2 diabetes occurs when the body can’t properly use the insulin that is released (called insulin insensitivity) or does not make enough insulin. Diabetic nephropathy, also known as Kimmelstiel Wilson syndrome or nodular diabetic glomerulosclerosis or intercapillary glomerulonephritis, is a clinical syndrome characterized by albuminuria (>300 mg/day or >200 mcg/min), permanent and irreversible decrease in glomerular filtration rate (GFR), the rate of rise in serum creatinine (SrCr). According to the WHO, 31.7 million people were affected by diabetes mellitus (DM) in India in the year 2000. This figure is estimated to rise to 79.4 million by 2030, the largest number in any nation in the world. In this paper, survival analysis will be done of the type 2 diabetic nephropathy patients through generalized linear model. Most appropriate distribution for duration of diabetes is selected through Bayesian information criterion value. Then two generalized linear models are fitted by taking the duration of diabetes as response variable and the predictors as SrCr, number of successes; GFR, number of successes, respectively. These covariates are linked with the response variable using different link functions. At the last, survival function under different links will be compared.Keywords
Generalized Linear Model, Link Function, Bayesian Information Criterion, Survival Function, Diabetic Nephropathy, GFR.References
- Akaike, H. (1973). Maximum likelihood identification of gaussian autoregressive moving average models. Biometrika, 255-265.
- Akram, M., Ullah, M.A. and Taj, R. (2007). Survival analysis of cancer patients using parametric and non-parametric approaches. Pakistan Veterinary J., 27 : 194.
- Cox, C., Chu, H., Schneider, M.F. and Muñoz, A. (2007). Parametric survival analysis and taxonomy of hazard functions for the Generalized Gamma Distribution. Statistics Med., 26 : 4352-4374.
- Cox, J. and Mann, M. (2008).Maxquant enables high peptide identification rates, individualized Ppb-Range mass accuracies and proteome-wide protein quantification.Nature Biotechnol., 26 : 1367-1372.
- Grover, G., Sabharwal, A.S.A. and Mittal, J. (2013). An application of gamma generalized linear model for estimation of survival function of diabetic nephropathy patients. Internat. J. Statistics Med. Res., 2 : 209-219.
- Hakulinen, T. and Tenkanen, L. (1987). Regression analysis of relative survival rates. Appl. Statistics, 36 (3) : 309-317.
- Hall, Phillip M. (2006). Mechanisms in Diabetic Nephropathy Prevention of Progression in Diabetic Nephropathy. Diabetes Spectrum, 19(1): 18-24.
- Hurvich, C.M. and Tsai, C.L. (1989). Regression and time series model selection in small samples. Biometrika, 76 (2) : 297-307.
- Karen, A. (2006).Application of the generalized linear model to the prediction of lung cancer survival. 2006; 1-18. http:// analytics.ncsu.edu/sesug/2006/ST09_06.PDF
- Kass, R.E. and Raftery, A.E. (1995). Bayes factors. J. American Statistical Association, 90 : 773-795.
- McCullagh, P. and Nelder, J.A. (1989). Generalized linear models, No. 37 in Monograph on Statistics and Applied Probability.”
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- Stroup, W.W. and Kachman, S.D. (1994). Generalized Linear Mixed Models-an Overview. Annual Conference on Applied Statistics in Agriculture
- US Renal Data System and USRDS (2003). Annual Data Report; Atlas of end stage renal diseases, in the united states. Bethesda MD. National Institute of Health. National Instuitute of Diabetes, Digestive and Kidney Disease.
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- World Health Organisation (2004). The diabetes program.
- Analysis of Genetic Diversity in Gladiolus (Gladiolus hybridus) by Multivariate Analysis Under Sub-Tropical Conditions of Punjab (India)
Abstract Views :364 |
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Authors
Affiliations
1 Krishi Vigyan Kendra (SKUAST-K), Kupwara (J&K), IN
2 Department of Floriculture and Landscaping, Punjab Agricultural University, Ludhiana (Punjab), IN
3 Department of Horticulture, Faculty of Agriculture (SKUAST-K) Wadura Sopore (J&K), IN
4 Krishi Vigyan Kendra (SKUAST-K), Bandipora (J&K), IN
5 Division of Agricultural Statistics, Sher-e-Kashmir University of Agricultural Sciences and Technology, Kashmir (J&K), IN
1 Krishi Vigyan Kendra (SKUAST-K), Kupwara (J&K), IN
2 Department of Floriculture and Landscaping, Punjab Agricultural University, Ludhiana (Punjab), IN
3 Department of Horticulture, Faculty of Agriculture (SKUAST-K) Wadura Sopore (J&K), IN
4 Krishi Vigyan Kendra (SKUAST-K), Bandipora (J&K), IN
5 Division of Agricultural Statistics, Sher-e-Kashmir University of Agricultural Sciences and Technology, Kashmir (J&K), IN
Source
International Journal of Agricultural Sciences, Vol 15, No 1 (2019), Pagination: 167-172Abstract
The present study was under taken to analyze the genetic diversity in fifty seven genotypes of gladiolus through multivariate analysis. The genotypes were grouped into five different clusters with highest inter cluster distance reported between IV and V and lowest between II and IV. The highest intra cluster distance was observed within cluster II and lowest within cluster V. Based on cluster means, the important cluster was observed to be cluster IV for leaf breadth, number of days taken to sprouting, heading, colour bud show and opening of first floret, stem, spike and rachis diameter, equatorial and polar diameter of corm and spike length and cluster III for leaf length, number of leaves per plant and durability of floret. Hence, selection of parents from clusters III and IV could be utilized for hybridization with parents of other clusters to achieve more improvement in vigour and yield. The results of principal component analysis showed that first 3 principal component axes explained 68.77 per cent of total variation in the germplasm. The greater part of this variation was loaded from equatorial and polar diameter of corm, days taken to opening of 1st floret and colour bud show, spike and stem diameter.Keywords
Gladiolus, Genetic Diversity, Mahalanobis D2 Static, Principal Component Analysis.References
- Bhajantri, A. and Patil, V.S. (2016). Genetic diversity analysis in gladiolus genotypes (Gladiolus hybridus Hort), J.Appl. & Nat. Sci., 8 (3) : 1416–1420.
- Chahal, G.S. and Gosal, S.S. (2002). Principles and procedures of plant breeding: Biotechnology and conventional approaches, Narosa Publishing House, New Delhi, India.
- Chakravorty, A., Ghosh, P.D. and Sahu, P.K. (2013). Multivariate analysis of phenotypic diversity of landraces of rice in west Bengal, American J. Exp. Agric., 3 (1) : 110-123.
- Gomez, K.A. and Gomez, A.A. (1984). Statistical procedures for agricultural research (2nd Ed.), John Wiley and Sons Inc., New York, U.S.A.
- Kumar, R. and Yadav, D.S. (2005). Evaluation of gladiolus cultivars under sub-tropical hills of Meghalaya, J. Ornamental Hort., 8 : 86-90.
- Kendall, M. (1980). Multivariate analysis (2nd Ed.), Charles Griffin and Co London, United Kingdom.
- Kovacic, Z. (1994). Multivariate analysis, Faculty of Economics, University of Belgrade (In Serbian), pp. 293.
- Mahalanobis, P.C. (1936). On the generalized distance in statistics, Proc. National Institute of Sciences of India, 2 (1): 49-55.
- Patra, S.K. and Mohanty, C.R. (2015). Genetic divergence study in gladiolus, J. Recent Adv. Agric., 3 (2) : 356-360.
- Rao, C.R, (1952). Advanced statistical methods in biometrics research, John Wiley and Sons, New York, U.S.A., pp. 357369.
- Rashmi, R., Chandrashekar, S.Y., Arulmani, N. and Geeta, S.V. (2016). Genetic divergence studies in gladiolus genotypes (Gladiolus hybridus L.). Res. Environ. Life Sci., 9 (3): 274-276.
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- Singh, S.K., Singh, R.S., Maurya, D.M. and Verma, O.P. (1987). Genetic divergence among lowland rice cultivars, Annual Report of Indian Agricultural Research Institute New Delhi, India.
- Swaroop, K. and Janakiram, T. (2010). Divergence studies in gladiolus, Indian J. Hort., 67 : 352-355.
- Response of Flowering in Lily to Light and Temperature:Advances
Abstract Views :170 |
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Authors
Affiliations
1 Krishi Vigyan Kendra (SKUAST-K), Kupwara (J&K), IN
2 Division of Horticulture, (SKUAST-K), Wadura Sopore (J&K), IN
3 Division of Agricultural Statistics, Sher-e-Kashmir University of Agricultural Sciences and Technology of Kashmir, Srinagar (J&K), IN
4 Department of Floriculture and Landscaping, Punjab Agricultural University, Ludhiana (Punjab), IN
1 Krishi Vigyan Kendra (SKUAST-K), Kupwara (J&K), IN
2 Division of Horticulture, (SKUAST-K), Wadura Sopore (J&K), IN
3 Division of Agricultural Statistics, Sher-e-Kashmir University of Agricultural Sciences and Technology of Kashmir, Srinagar (J&K), IN
4 Department of Floriculture and Landscaping, Punjab Agricultural University, Ludhiana (Punjab), IN
Source
Rashtriya Krishi (English), Vol 13, No 1 (2018), Pagination: 76-78Abstract
In geophytes, the process of flowering involves a series of molecular, biochemical and physiological mechanisms for development of reproductive organs. Sensing and integration of external factors like temperature, photoperiod, stress etc. by the plant at optimum time are necessary for floral development. These factors can be tapped to prepare to plant to induce flowering at a desired period of time. This operation has done wonders in terms of producing flowers during off-season, increases the farmer’s income, provide employment through the year, satisfy the consumer need at specific time etc.- Home Garden:Layout, Establishment and Maintenance
Abstract Views :246 |
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Authors
Affiliations
1 Krishi Vigyan Kendra (SKUAST-K), Kupwara (J&K), IN
2 Department of Horticulture, Faculty of Agriculture, (SKUAST-K), Wadura Sopore (J&K), IN
3 Division of Agricultural Statistics, Sher-e-Kashmir University of Agriculture and Technology, Kashmir (J&K), IN
4 Department of Floriculture and Landscaping, Punjab Agricultural University, Ludhiana (Punjab), IN
1 Krishi Vigyan Kendra (SKUAST-K), Kupwara (J&K), IN
2 Department of Horticulture, Faculty of Agriculture, (SKUAST-K), Wadura Sopore (J&K), IN
3 Division of Agricultural Statistics, Sher-e-Kashmir University of Agriculture and Technology, Kashmir (J&K), IN
4 Department of Floriculture and Landscaping, Punjab Agricultural University, Ludhiana (Punjab), IN