Pacific B usiness R eview (International)

A Refereed Monthly International Journal of Management Indexed With Web of Science(ESCI)
ISSN: 0974-438X
Impact factor (SJIF): 6.56
RNI No.:RAJENG/2016/70346
Postal Reg. No.: RJ/UD/29-136/2017-2019
Editorial Board

Prof. B. P. Sharma
(Editor in Chief)

Dr. Khushbu Agarwal
(Editor)

Editorial Team

A Refereed Monthly International Journal of Management

 

 

Analyse Impact and Prediction of Trend of Covid-19 in India

Dr. Asha Sharma

Assistant Professor

Department of Accountancy and Statistics

University College of Commerce & Management Studies

Mohanlal Sukhadia University, Udaipur

E-mail: drashasharma.sharma07@gmail.com

 

 

ABSTRACT

The coronavirus COVID-19 is affecting 212 countries and territories around the world. COVID-19 is a strange but dangerous virus. It has spread like an epidemic overall at the global level. For this purpose, it is tried to find out whether COVID-19 has equally effected all the countries. The facts of Top 10 highly affected countries by epidemic coronavirus and facts of India is considered for study purposes. To test the hypothesis the statistical techniques correlation is used to measure it. For result verification purposes and finding model fitness, an artificial neural network technique is used.

It is also tried to know the trend of growing cases and to understand the similarity in the increasing trend of cases and deaths in the countries. So that the reason and some techniques can be found out to control it.  Growth of cases and other factors included for the study are found similar and highly positive in Germany and Turkey to India while the low level of correlation is found with the USA and Spain. In the last, some recommendation has been made to reduce the growth rate of cases by a coronavirus.

 

Keywords:  COVID-19, Artificial Neural Network, Increasing trend, India, Death percentage

 

  1. INTRODUCTION

Coronaviruses are a large family of viruses that may cause illness in animals or humans.  In humans, several coronaviruses are known to cause respiratory infections ranging from the common cold to more severe diseases such as Middle East Respiratory Syndrome (MERS) and Severe Acute Respiratory Syndrome (SARS). The most recently discovered coronavirus causes coronavirus disease COVID-19.[i]

COVID-19 is a disease that can cause what doctors call a respiratory tract infection. It can affect your upper respiratory tract (sinuses, nose, and throat) or lower respiratory tract (windpipe and lungs). It's caused by a coronavirus named SARS-CoV-2.[ii]

It spread by human to human transmission. It is the most worrisome part of COVID-19. The number of cases infected by the epidemic is increasing so rapidly. Novel Coronavirus disease is very dangerous. There are three parameters to understand in order to assess the magnitude of the risk posed by this coronavirus:

  • Transmission Rate (Ro) - number of newly infected people from a single case
  • Case Fatality Rate (CFR) - percent of cases that result in death
  • Determine whether the asymptomatic transmission is possible[iii]

 

  1. REVIEW OF LITERATURE

 

  1. S. Malik Peiris, S. Y. Lam, L. L. M. Poon, K. Y. Yuen, and W. H. Set (2011) analyzed and found that a nebulizer under a controlled condition was used to generate a high and relatively low humidity environment. All the experiments conducted in duplicate and the residual viral infectivity was titrated.

Casanova LM, Jeon S, Rutala WA, Weber DJ, Sobsey MD (2010) explored in the paper that the rate of risks arises by the severe acute respiratory syndrome (SARS) coronavirus (SARS-CoV) on surfaces requires data on the survival of this virus on environmental surfaces is very high.

Grant WB, Lahore H, McDonnell SL, Baggerly CA, French CB, Aliano JL,  Bhattoa HP (2020) discussed in the paper that the world is in the grip of the COVID-19 pandemic can reduce the risk of infection and death can be reduced to quarantines and it is desperately required.

  1. MATERIAL AND METHODS

 

The research methodology comprises the research design, sample design, sources of data, selection of data, various designs, and techniques used for analyzing the data. The methodology is explained using the following points:

 

3.1 Research Design: The research the design used for the research problem is causal research based on the relationship between the dependent and independent variables as the objective is to determine which variable might be causing certain factors, i.e. whether there are cause and effect relationships or not.

 

 

Table 1 Status of Highly effected counties by COVID -19 as on 18th April2020

 

Variables

USA

Spain

Italy

France**

Germany

UK

China

Iran

Turkey

Belgium

India

period national lockdown

0

36

39

25

25

25

0

32

0

33

26

time taken in doubled

8

16

19

12

10

10

58

22

9

9

8

density of population

36

94

206

119

240

281

153

52

110

383

420

urban %

83

80

69

82

76

83

61

76

76

17

66

male:female at birth

1.05

1.06

1.06

1.05

0

1.05

1.17

1.05

1.05

1

1.11

Cases

7,10,272

1,90,839

1,72,434

1,47,969

1,41,397

1,08,692

82,719

80,868

78,546

37,183

14,425

Deaths

37,175

20,002

22,745

18,681

4,352

14,576

4,632

5,031

1,769

5,453

488

%death

24.01

12.92

14.69

12.07

2.81

9.41

2.99

3.25

1.14

3.52

0.32

Source- https://www.worldometers.info/coronavirus/

Table 1 shows the status of countries of highly infected cases by COVID-19 and death percentages by corona virus-infected till 18 April 2020.

3.2 Methods of data collection

For the study in hand, the secondary data was collected through the reports from the World Health Organization, government official websites,

 

  1. RESULT AND DISCUSSIONS

Following statistical tests and tools will be used to meet with the above-mentioned objectives and for proving the hypothesis:

 

  • Correlation
  • Artificial Neural Network

For applying this statistical tool software SPSS 19 is used.

 

4.1 OBJECTIVE

  • To understand the trend of Coronavirus in India
  • To find the association between the trend of infected cases in India and any other country.
  • To know the impact of COVID-19 on all the countries equally
  • To study the country in which trend is equal to India

All the countries are not equally effected by COVID-19

 

4.2 LIST OF DEPENDENT AND INDEPENDENT VARIABLE

Table 2 Description of variables

Independent

Co-Variables

dependent

USA

Social distancing (lockdown)

India

Spain

Density of population

Italy

Urban population

France

Gender ratio

Germany

Rate of double cases

China

Death percentages

UK

Risk cases

Iran

Death rate

Turkey

 No. of Deaths

Belgium

 

 

Table 2 shows how variable are segregated in dependent & independent variables as shown

 

4.3 HYPOTHESIS

In terms of hypothesis, it can be written as

H01 All the countries are not equally affected by COVID-19

H11 All the countries are equally affected by COVID-19

 

4.4 TESTING OF HYPOTHESIS BY CORRELATION

H01 All the countries are not equally affected by COVID-19

 

 

Table 3 Correlations

 

USA

SPAIN

ITALY

FRANCE

GERMANY

UK

CHINA

IRAN

TURKEY

BELGIUM

INDIA

 

USA

Pearson Correlation

1

.764

.411

.710

.431

.415

.459

.908*

.745

.169

.291

 

Sig. (2-tailed)

 

.132

.492

.179

.469

.487

.437

.033

.149

.786

.635

 

Sum of Squares and Cross-products

4970.742

4338.106

4740.836

5065.032

6038.890

6840.822

4040.345

3669.192

5320.262

3926.820

7317.538

 

Covariance

1242.686

1084.527

1185.209

1266.258

1509.723

1710.206

1010.086

917.298

1330.066

981.705

1829.385

 

N

5

5

5

5

5

5

5

5

5

5

5

 

SPAIN

Pearson Correlation

.764

1

.868

.981**

.861

.848

.775

.902*

.939*

.699

.772

 

Sig. (2-tailed)

.132

 

.057

.003

.061

.069

.124

.037

.018

.189

.126

 

Sum of Squares and Cross-products

4338.106

6477.875

11422.791

7983.374

13760.388

15948.042

7786.044

4160.446

7662.090

18577.544

22160.529

 

Covariance

1084.527

1619.469

2855.698

1995.844

3440.097

3987.011

1946.511

1040.112

1915.523

4644.386

5540.132

 

N

5

5

5

5

5

5

5

5

5

5

5

 

ITALY

Pearson Correlation

.411

.868

1

.931*

.997**

.996**

.910*

.575

.903*

.962**

.984**

 

Sig. (2-tailed)

.492

.057

 

.021

.000

.000

.032

.311

.036

.009

.002

 

Sum of Squares and Cross-products

4740.836

11422.791

26760.907

15404.704

32397.988

38050.972

18579.206

5393.176

14977.620

51932.344

57424.775

 

Covariance

1185.209

2855.698

6690.227

3851.176

8099.497

9512.743

4644.802

1348.294

3744.405

12983.086

14356.194

 

N

5

5

5

5

5

5

5

5

5

5

5

 

FRANCE

Pearson Correlation

.710

.981**

.931*

1

.934*

.926*

.860

.816

.981**

.801

.866

 

Sig. (2-tailed)

.179

.003

.021

 

.020

.024

.062

.092

.003

.103

.058

 

Sum of Squares and Cross-products

5065.032

7983.374

15404.704

10226.122

18755.690

21864.712

10845.971

4733.482

10057.952

26725.220

31224.896

 

Covariance

1266.258

1995.844

3851.176

2556.531

4688.923

5466.178

2711.493

1183.371

2514.488

6681.305

7806.224

 

N

5

5

5

5

5

5

5

5

5

5

5

 

GERMANY

Pearson Correlation

.431

.861

.997**

.934*

1

1.000**

.918*

.564

.919*

.961**

.988**

 

Sig. (2-tailed)

.469

.061

.000

.020

 

.000

.028

.322

.027

.009

.002

 

Sum of Squares and Cross-products

6038.890

13760.388

32397.988

18755.690

39460.800

46389.490

22759.466

6425.890

18503.290

63028.400

69964.078

 

Covariance

1509.723

3440.097

8099.497

4688.923

9865.200

11597.373

5689.867

1606.473

4625.823

15757.100

17491.020

 

N

5

5

5

5

5

5

5

5

5

5

5

 

UK

Pearson Correlation

.415

.848

.996**

.926*

1.000**

1

.919*

.545

.913*

.967**

.991**

 

Sig. (2-tailed)

.487

.069

.000

.024

.000

 

.027

.343

.030

.007

.001

 

Sum of Squares and Cross-products

6840.822

15948.042

38050.972

21864.712

46389.490

54568.102

26780.897

7295.272

21623.142

74505.620

82535.154

 

Covariance

1710.206

3987.011

9512.743

5466.178

11597.373

13642.026

6695.224

1823.818

5405.786

18626.405

20633.789

 

N

5

5

5

5

5

5

5

5

5

5

5

 

CHINA

Pearson Correlation

.459

.775

.910*

.860

.918*

.919*

1

.541

.892*

.873

.905*

 

Sig. (2-tailed)

.437

.124

.032

.062

.028

.027

 

.347

.042

.053

.035

 

Sum of Squares and Cross-products

4040.345

7786.044

18579.206

10845.971

22759.466

26780.897

15570.999

3868.475

11278.233

35956.308

40280.975

 

Covariance

1010.086

1946.511

4644.802

2711.493

5689.867

6695.224

3892.750

967.119

2819.558

8989.077

10070.244

 

N

5

5

5

5

5

5

5

5

5

5

5

 

IRAN

Pearson Correlation

.908*

.902*

.575

.816

.564

.545

.541

1

.777

.330

.430

 

Sig. (2-tailed)

.033

.037

.311

.092

.322

.343

.347

 

.122

.588

.470

 

Sum of Squares and Cross-products

3669.192

4160.446

5393.176

4733.482

6425.890

7295.272

3868.475

3287.642

4517.712

6244.820

8787.328

 

Covariance

917.298

1040.112

1348.294

1183.371

1606.473

1823.818

967.119

821.911

1129.428

1561.205

2196.832

 

N

5

5

5

5

5

5

5

5

5

5

5

 

TURKEY

Pearson Correlation

.745

.939*

.903*

.981**

.919*

.913*

.892*

.777

1

.781

.854

 

Sig. (2-tailed)

.149

.018

.036

.003

.027

.030

.042

.122

 

.119

.066

 

Sum of Squares and Cross-products

5320.262

7662.090

14977.620

10057.952

18503.290

21623.142

11278.233

4517.712

10270.982

26134.020

30856.442

 

Covariance

1330.066

1915.523

3744.405

2514.488

4625.823

5405.786

2819.558

1129.428

2567.746

6533.505

7714.111

 

N

5

5

5

5

5

5

5

5

5

5

5

 

BELGIUM

Pearson Correlation

.169

.699

.962**

.801

.961**

.967**

.873

.330

.781

1

.992**

 

Sig. (2-tailed)

.786

.189

.009

.103

.009

.007

.053

.588

.119

 

.001

 

Sum of Squares and Cross-products

3926.820

18577.544

51932.344

26725.220

63028.400

74505.620

35956.308

6244.820

26134.020

108899.200

116742.764

 

Covariance

981.705

4644.386

12983.086

6681.305

15757.100

18626.405

8989.077

1561.205

6533.505

27224.800

29185.691

 

N

5

5

5

5

5

5

5

5

5

5

5

 

INDIA

Pearson Correlation

.291

.772

.984**

.866

.988**

.991**

.905*

.430

.854

.992**

1

 

Sig. (2-tailed)

.635

.126

.002

.058

.002

.001

.035

.470

.066

.001

 

 

Sum of Squares and Cross-products

7317.538

22160.529

57424.775

31224.896

69964.078

82535.154

40280.975

8787.328

30856.442

116742.764

127186.106

 

Covariance

1829.385

5540.132

14356.194

7806.224

17491.020

20633.789

10070.244

2196.832

7714.111

29185.691

31796.526

 

N

5

5

5

5

5

5

5

5

5

5

5

 

*. Correlation is significant at the 0.05 level (2-tailed).

**. Correlation is significant at the 0.01 level (2-tailed).

The result shows that trend of No. of the case and the number of deaths are equal to Turkey, Germany, France, Italy, UK, and. There is no association found in case history and status of the USA, Belgium, and China.

 

4.5 1 TEST FOR MODEL ADEQUACY (ARTIFICIAL NEURAL NETWORK)

The neural network technique is used to predict the demand for higher education and to prove the hypothesis.

 

 

 

 

Fg-1 Input, hidden and output layer

Figure 1 gives the network information. It describes the process of working. It works into three-layer: the input layer, hidden layer, and output layer. These layers describing out of the entire factor which components have more weight or more important.

 

Table 4 Independent Variable Importance

 

Importance

Normalized Importance

USA

.026

12.1%

SPAIN

.021

9.4%

ITALY

.109

50.1%

FRANCE

.098

45.1%

GERMANY

.218

100.0%

UK

.076

34.8%

CHINA

.131

59.9%

IRAN

.031

14.1%

TURKEY

.154

70.7%

BELGIUM

.136

62.2%

 

Fig 2 Normalised Importance

Table 4 and figure 2 shows the importance of how the network classifies the prospective applicants. So, statistical models will help in this situation. Result says that performance mainly depends on the economic factor and social factor has less affected the performance of a country.

The result of this model is almost equal to Correlation. Indian trend of the increasing status of dependent and independent variables is found equal to Germany, Belgium. Less associated countries with India are Turkey, China, Italy, France, the UK, Iran, the USA, and Spain.

PROJECTION AND ESTIMATION OF CORONAVIRUS CASES

As the result shows that India's growth history of the case is close to Germany and Turkey and the opposite of the USA and Spain. It identifies out of selected eleven countries that are highly affected by a coronavirus in the world.

 

Chart 1 shows the estimated and projected growth rate by 27 July 2020

It is predicted June 15, 2020, the growth the rate will be reduced to less than 1% and it will totally be recovered by 27 July, 2020.

RECOMMENDATIONS

The factors are taken for study which are proved much influencing. So on the basis the result, it is recommended:

  • Need to more aware, protected in urban area
  • Take it seriously where the high-density populated area.
  • Follow the rules decided by the government of the concerned countries.

CONCLUSION

It can be concluded that all the approaches applied to prove the hypothesis and measure the result i.e. correlation and artificial the neural network used for measuring results say almost the same result that the Indian the trend of the increasing status of dependent and independent variable is found equal to Germany, Belgium. Less associated countries with India are Turkey, China, Italy, France, the UK, Iran, the USA, and Spain.

Finally, we can say that the attack of coronavirus disease is a big challenge. The study will help out to come over and to control the dragon coronavirus. It is clear the area which is highly concentrated on the infected patient of the virus can be evaluated, monitored, and controlled.

It will recommend that it is required to be more aware, more precaution in the urban areas. It should be taken very seriously where the high-density populated area. It is predicted on June 15, 2020, the growth rate will be reduced to less than 1% and it will totally be recovered by 27 July 2020.

 

 

REFERENCES

[i]https://www.who.int/

[ii]https://www.webmd.com/lung/coronavirus

[iii]https://www.worldometers.info/coronavirus/

Alice Zwerling, Marcel A. Behr, Aman Verma, Timothy F. Brewer, Dick Menzies, Madhukar Pai PLoS Med. 2011 Mar; 8(3): e1001012. Published online 2011 Mar 22. doi: 10.1371/journal.pmed.1001012PMCID: PMC3062527

Cortegiani, A., Ingoglia, G., Ippolito, M., Giarratano, A., & Einav, S. (2020). A systematic review on the efficacy and safety of chloroquine for the treatment of COVID-19. J Crit Care. doi:10.1016/j.jcrc.2020.03.005

Grant, W. B., Lahore, H., McDonnell, S. L., Baggerly, C. A., French, C. B., Aliano, J. L., & Bhattoa, H. P. (2020). Evidence that Vitamin D Supplementation Could Reduce Risk of Influenza and COVID-19 Infections and Deaths. Nutrients, 12(4). doi:10.3390/nu12040988

Asha Sharma (2020) Exploring Economic and Social Sustainable Indicator in Relation to Performance at Global Region Level," International Journal of Scientific Research in Multidisciplinary Studies , Vol.6, Issue.3, pp.6-13, 2020

  1. S. Malik Peiris,1S. Y. Lam,1 L. L. M. Poon,1 K. Y. Yuen,1 and W. H. Set.(2011) The Effects of Temperature and Relative Humidity on the Viability of the SARS Coronavirus. Hindawi, journal of virology. Volume 2011 |Article ID 734690

Casanova LM, Jeon S, Rutala WA, Weber DJ, Sobsey MD (2010). Effects of air temperature and relative humidity on coronavirus survival on surfaces. Applied and Environmental Microbiology, 12 Mar 2010, 76(9):2712-2717.DOI: 10.1128/AEM.02291-09 PMID: 20228108 PMCID: PMC2863430

Grant WB1Lahore H2McDonnell SL3Baggerly CA3French CB3Aliano JL3Bhattoa HP4.Evidence that Vitamin D Supplementation Could Reduce Risk of Influenza and COVID-. 19 Infections and Deaths. Nutrients. 2020 Apr 2;12(4). pii: E988. doi: 10.3390/nu12040988.

Websites

https://worldpopulationreview.com/countries/countries-by-density/

https://data.worldbank.org/indicator/EN.POP.DNST?locations=IN

https://ourworldindata.org/gender-ratio

https://www.cdc.gov/coronavirus/2019-ncov

https://ourworldindata.org/coronavirus

https://www.statista.com

https://ourworldindata.org/tourism

 

 

 

 

 

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