Global Monoclonal Antibodies Market Overview:
According to SPER Market Research, the Global Monoclonal Antibodies Market is estimated to reach USD 604.06 billion by 2032 with a CAGR of 11.33%.
Monoclonal antibody (mAb) treatment is a type of immunotherapy that makes use of monoclonal antibodies to bind precisely to particular proteins or cells. The identical immune cells that make up monoclonal antibodies serve as copies of a distinct parental cell. These antibodies have monovalent affinity, which enables them to attach to a specific antigen when delivered. Due to their site-specificity, monoclonal antibodies are valuable tools for drug detection and purification and have significant applications in molecular biology, biochemistry, and medicine.
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The market is primarily driven by an increase in the prevalence of cancer, an increase in the demand for biosimilar monoclonal antibodies that are less expensive, high demand for biologics, an increase in genomics R&D activities, and the introduction of technologically cutting-edge genetic platforms like next-generation sequencing. Additionally, a rise in research partnerships for the creation of a strong drug pipeline, increased patient and physician awareness of the uses of monoclonal antibody (mAb) therapy, and an increase in the approval of blockbuster mAbs for a number of applications all contribute to the market's expansion. The utilization of cutting-edge genetic engineering technology in the production of mAbs, the presence of well-developed healthcare infrastructure, government support for infection control & management, and an increase in the incidence of diseases linked to a sedentary lifestyle are additional factors driving market expansion. However, it is anticipated that low demand in developing nations may limit the market's expansion for monoclonal antibodies. On the other hand, throughout the projection period, growth possibilities in developing markets are anticipated to provide profitable potential.
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)
The monoclonal antibody and pharmaceutical drug markets in the USA are governed by the Food and Drug Administration (FDA), a federal department of the US Department of Health and Human Services. The USFDA's regulatory support for the treatment of uncommon illnesses and rising product releases are anticipated to fuel the expansion of the monoclonal antibody therapeutics market.
Impact of COVID-19 on the Global Monoclonal Antibodies Market
The COVID-19 outbreak was deemed an international public health emergency by the World Health Organization (WHO) on January 30, 2020. A total of 210 nations throughout the world have been impacted by COVID-19. An unprecedented worldwide public health threat, COVID-19 is expected to have a favourable effect on the market for monoclonal antibodies and the development of monoclonal antibody treatment. The fast creation of several SARS-CoV-2 (severe acute respiratory syndrome coronavirus 2) neutralising monoclonal antibodies was driven by the realisation of the urgent need for medicines to be accessible on a worldwide scale (mAbs). Therefore, throughout the projection period, COVID-19 infection increased growth and possibilities for major players of monoclonal antibodies.
Scope of the Report:
Report Metric | Details |
Market size available for years | 2019-2032 |
Base year considered | 2021 |
Forecast period | 2022-2032 |
Segments covered | By Source, By Indication, By End User, By Application, By Production Type |
Geographies covered | North America, Europe, Asia Pacific, Latin America, Middle East and Africa |
Companies Covered | Abbott Laboratories, AbbVie, AbGenomics, ADC Therapeutics, Agensys, Alexion Pharmaceuticals, ALMAC Group, Ambrx, Amgen, Astellas Pharma, AstraZeneca plc, Bayer AG, Bristol-Myers Squibb, Celgene, Celldex Therapeutics, Daiichi Sankyo Company ltd., Eli Lilly, GenScript, GlaxoSmithKline Plc, Hoffman Roche Ltd, Johnson & Johnson, Merck & Co. Inc., Mylan N.V, Norvatis AG, Novo Nordisk A/S, Pfizer Inc, Sanofi, Seattle genetics, Shanghi Junsi bioscience ltd, Sigma-Aldrich Co. LLC, Teva pharmaceutical industries, Thermofischer Scientific.
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Global Monoclonal Antibodies Market Segmentation:
By Source: Based on the Source, Global Monoclonal Antibodies Market is segmented as; Murine, Chimeric, Humanized and Human.
By Indication: Based on the Indication, Global Monoclonal Antibodies Market is segmented as; Cancer (Breast cancer, Colorectal cancer, Lung cancer, Ovarian cancer, Others), Autoimmune Diseases, Inflammatory Diseases, Infectious Diseases, Others.
By End User: Based on the End User, Global Monoclonal Antibodies Market is segmented as; Hospitals, Research Institutes, Others.
By Application: Based on the Application, Global Monoclonal Antibodies Market is segmented as; Anti-Cancer, Immunological, Anti-Infective Monoclonal Antibodies (MAbs), Neuropharmacological, Cardiovascular and Cerebrovascular, Others.
By Production Type: Based on the Production Type, Global Monoclonal Antibodies Market is segmented as; In Vivo and In Vitro.
By Region: The availability of a highly established healthcare infrastructure, strong patient awareness, and expanding opportunities for cancer research, among other reasons, contributed to North America having the greatest market share.
1. Introduction
1.1. Scope of the report
1.2. Market segment analysis
2. Research Methodology
2.1 Research data source
2.1.1 Secondary data
2.1.2 Primary data
2.1.3 SPER’s internal database
2.1.4 Premium insight from KOL’s
2.2 Market size estimation
2.2.1 Top-down and Bottom-up approach
2.3 Data triangulation
3. Executive Summary
4. Market Dynamics
4.1. Driver, Restraint, Opportunity and Challenges analysis
4.1.1 Drivers
4.1.2 Restraints
4.1.3 Opportunities
4.1.4 Challenges
4.2. COVID-19 Impacts of the Global Monoclonal Antibodies Market
5. Market variables and outlook
5.1. SWOT analysis
5.1.1 Strengths
5.1.2 Weaknesses
5.1.3 Opportunities
5.1.4 Threats
5.2. PESTEL analysis
5.2.1 Political landscape
5.2.2 Economic landscape
5.2.3 Social landscape
5.2.4 Technological landscape
5.2.5 Environmental landscape
5.2.6 Legal landscape
5.3. PORTER’S five forces analysis
5.3.1 Bargaining power of suppliers
5.3.2 Bargaining power of Buyers
5.3.3 Threat of Substitute
5.3.4 Threat of new entrant
5.3.5 Competitive rivalry
5.4. Heat map analysis
6. Global Monoclonal Antibodies Market, By Source, 2019-2032 (USD Million)
6.1 Murine
6.2 Chimeric
6.3 Humanized
6.4 Human
7. Global Monoclonal Antibodies Market, By Indication, 2019-2032 (USD Million)
7.1 Cancer
7.1.1 Breast cancer
7.1.2 Colorectal cancer
7.1.3 Lung cancer
7.1.4 Ovarian cancer
7.1.5 Others
7.2 Autoimmune Diseases
7.3 Inflammatory Diseases
7.4 Infectious Diseases
7.5 Others
8. Global Monoclonal Antibodies Market, By End User, 2019-2032 (USD Million)
8.1 Hospitals
8.2 Research Institutes
8.3 Others
9. Global Monoclonal Antibodies Market, By Application, 2019-2032 (USD Million)
9.1 Anti-Cancer
9.2 Immunological
9.3 Anti-Infective Monoclonal Antibodies (MAbs)
9.4 Neuropharmacological
9.5 Cardiovascular And Cerebrovascular
9.6 Others
10. Global Monoclonal Antibodies Market, By Production Type, 2019-2032 (USD Million)
10.1 In Vivo
10.2 In Vitro
11. Global Monoclonal Antibodies Market, By Region, 2019-2032 (USD Million)
11.1 North America
11.1.1. United States
11.1.2. Canada
11.1.3. Mexico
11.2 Europe
11.2.1. Germany
11.2.2. United Kingdom
11.2.3. France
11.2.4. Italy
11.2.5. Spain
11.2.6. Rest of Europe
11.3 Asia-Pacific
11.3.1. China
11.3.2. Japan
11.3.3. India
11.3.4. Australia
11.3.5. South Korea
11.3.6. Rest of Asia-Pacific
11.4 South America
11.4.1. Brazil
11.4.2. Argentina
11.4.3. Rest of South America
11.5 Middle East & Africa
11.5.1. Kingdom of Saudi Arabia
11.5.2. United Arab Emirates
11.5.3. Rest of Middle East & Africa
12. Company Profiles
12.1 Abbott Laboratories
12.1.1. Company details
12.1.2. Financial outlook
12.1.3. Product summary
12.1.4. Recent developments
12.2 AbbVie
12.2.1. Company details
12.2.2. Financial outlook
12.2.3. Product summary
12.2.4. Recent developments
12.3 AbGenomics
12.3.1. Company details
12.3.2. Financial outlook
12.3.3. Product summary
12.3.4. Recent developments
12.4 ADC Therapeutics
12.4.1. Company details
12.4.2. Financial outlook
12.4.3. Product summary
12.4.4. Recent developments
12.5 Agensys
12.5.1. Company details
12.5.2. Financial outlook
12.5.3. Product summary
12.5.4. Recent developments
12.6 Alexion Pharmaceuticals
12.6.1. Company details
12.6.2. Financial outlook
12.6.3. Product summary
12.6.4. Recent developments
12.7 ALMAC Group
12.7.1. Company details
12.7.2. Financial outlook
12.7.3. Product summary
12.7.4. Recent developments
12.8 Ambrx
12.8.1. Company details
12.8.2. Financial outlook
12.8.3. Product summary
12.8.4. Recent developments
12.9 Amgen
12.9.1. Company details
12.9.2. Financial outlook
12.9.3. Product summary
12.9.4. Recent developments
12.10 Astellas Pharma
12.10.1. Company details
12.10.2. Financial outlook
12.10.3. Product summary
12.10.4. Recent developments
12.11 AstraZeneca plc
12.11.1. Company details
12.11.2. Financial outlook
12.11.3. Product summary
12.11.4. Recent developments
12.12 Bayer AG
12.12.1. Company details
12.12.2. Financial outlook
12.12.3. Product summary
12.12.4. Recent developments
12.13 Bristol-Myers Squibb12.13.1. Company details
12.13.2. Financial outlook
12.13.3. Product summary
12.13.4. Recent developments
12.14 Celgene
12.14.1. Company details
12.14.2. Financial outlook
12.14.3. Product summary
12.14.4. Recent developments
12.15 Celldex Therapeutics
12.15.1. Company details
12.15.2. Financial outlook
12.15.3. Product summary
12.15.4. Recent developments
12.16 Daiichi Sankyo Company ltd.
12.16.1. Company details
12.16.2. Financial outlook
12.16.3. Product summary
12.16.4. Recent developments
12.17 Eli Lilly
12.17.1. Company details
12.17.2. Financial outlook
12.17.3. Product summary
12.17.4. Recent developments
12.18 GenScript
12.18.1. Company details
12.18.2. Financial outlook
12.18.3. Product summary
12.18.4. Recent developments
12.19 GlaxoSmithKline Plc
12.19.1. Company details
12.19.2. Financial outlook
12.19.3. Product summary
12.19.4. Recent developments
12.20 Hoffman Roche Ltd
12.20.1. Company details
12.20.2. Financial outlook
12.20.3. Product summary
12.20.4. Recent developments
12.21 Johnson & Johnson
12.21.1. Company details
12.21.2. Financial outlook
12.21.3. Product summary
12.21.4. Recent developments
12.22 Merck & Co. Inc.
12.22.1. Company details
12.22.2. Financial outlook
12.22.3. Product summary
12.22.4. Recent developments
12.23 Mylan N.V
12.23.1. Company details
12.23.2. Financial outlook
12.23.3. Product summary
12.23.4. Recent developments
12.24 Norvatis AG
12.24.1. Company details
12.24.2. Financial outlook
12.24.3. Product summary
12.24.4. Recent developments
12.25 Novo Nordisk A/S
12.25.1. Company details
12.25.2. Financial outlook
12.25.3. Product summary
12.25.4. Recent developments
12.26 Pfizer Inc
12.26.1. Company details
12.26.2. Financial outlook
12.26.3. Product summary
12.26.4. Recent developments
12.27 Sanofi
12.27.1. Company details
12.27.2. Financial outlook
12.27.3. Product summary
12.27.4. Recent developments
12.28 Seattle genetics
12.28.1. Company details
12.28.2. Financial outlook
12.28.3. Product summary
12.28.4. Recent developments
12.29 Shanghi Junsi bioscience ltd
12.29.1. Company details
12.29.2. Financial outlook
12.29.3. Product summary
12.29.4. Recent developments
12.30 Sigma-Aldrich Co. LLC
12.30.1. Company details
12.30.2. Financial outlook
12.30.3. Product summary
12.30.4. Recent developments
12.31 Teva pharmaceutical industries
12.31.1. Company details
12.31.2. Financial outlook
12.31.3. Product summary
12.31.4. Recent developments
12.32 Thermofischer Scientific
12.32.1. Company details
12.32.2. Financial outlook
12.32.3. Product summary
12.32.4. Recent developments