The Mexico Smart Cities Market Synopsis
The Mexico Smart Cities are Expected to Grow at a Significant Growth Rate, and the Forecast Period is 2023-2030, Considering the Base Year as 2022.
Mexico's Mexico Smart Cities market refers to the rapidly evolving landscape of technologically advanced and innovative urban areas in Mexico. These Mexico Smart Cities harness the power of digital technology, data analytics, and Internet of Things (IoT) solutions to solve urban challenges, improve efficiency, improve quality of life, and promote sustainability.
- A smart city combines various digital technologies and data solutions to optimize city functions, services, and infrastructure. These technologies include smart sensors, Internet of Things devices, artificial intelligence (AI), data analytics platforms, and advanced communication networks.
- By collecting and analyzing information from various sources such as citizens, devices, and infrastructure, Mexico Smart Cities can make data-driven decisions to improve resource management, reduce environmental impact and improve city services. In Mexico, the smart city market is driven by increasing urbanization, population growth, and the need for more efficient and sustainable urban development. As cities face complex challenges related to transportation, energy consumption, public safety, and health, smart city initiatives offer innovative solutions to address these challenges and create a more livable and sustainable urban environment.
- The smart city market in Mexico spans many sectors, including smart transportation, smart energy management, smart healthcare, smart buildings, and more. These sectors collaborate and integrate to create cohesive urban ecosystems that leverage technology to improve the overall quality of life for citizens, promote economic growth, and promote sustainable urban development.
- As technology advances and the demand for efficient and connected city solutions grows, the smart city market in Mexico is expected to grow and change significantly, making Mexican cities smarter, more inclusive, and more responsive to the needs of their residents.
Top Key Players Involved Are:
"IBM (USA), Siemens (Germany), Huawei (China), Cisco (USA), Ericsson (Sweden), Intel (USA), Oracle (USA), GE (USA), Schneider Electric (France), Veolia (France), Thales (France), Alstom (France), Telefónica (Spain), Atos (France), Accenture (Ireland), Bosch (Germany), Honeywell (USA), Rockwell Automation (USA), Metropolitan (France), Sinergia IT (Mexico), and Other Major Players"
![Mexico Smart Cities Market](data:image/png;base64,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)
The Mexico Smart Cities Market Trend Analysis
Rapid Urbanization and Population Growth
- One of the main drivers for the smart city market in Mexico is rapid urbanization and population growth. As more people migrate from rural areas to cities in search of better economic opportunities and a better quality of life, Mexican cities face increasing pressure on their infrastructure and resources. This influx of city dwellers puts a strain on transportation systems, energy consumption, housing, health care, and public services.
- Smart city solutions offer a functional response to the challenges of rapid urbanization. Using digital technologies and data approaches, Mexico Smart Cities can optimize the use of resources, improve public services and create more efficient and sustainable urban environments.
- For example, intelligent transportation systems can reduce traffic congestion and improve mobility, intelligent energy management can optimize energy consumption and reduce carbon dioxide emissions, and IoT-based health solutions can improve access to medical services for a growing population.
Sustainable and Inclusive Urban Development
- Mexico's Mexico Smart Cities market offers a significant opportunity for sustainable and inclusive urban development. The country increasingly recognizes the importance of environmental protection and is committed to reducing its carbon footprint. Smart city technologies provide the means to achieve sustainability goals through the integration of renewable energy sources, the implementation of energy-efficient infrastructure, and the promotion of sustainable transportation solutions.
- The smart city approach opens up opportunities for inclusive urban development and ensures that all citizens benefit from technological development. By using digital solutions, cities can address social inequalities, improve public services and improve the general well-being of residents. For example, smart city initiatives can provide better access to education, healthcare, and public safety, reducing the gap between different socio-economic groups.
- The opportunity for sustainable and inclusive urban development is consistent with Mexico's commitment to the United Nations Sustainable Development Goals (SDGs) and the national program to create smarter, greener, and fairer cities. Adopting smart city technologies and approaches can put the Mexican region at the forefront of deploying innovative solutions that contribute to urban sustainability, sustainability, and social development.
Segmentation Analysis of the Mexico Smart Cities Market
Mexico Smart Cities market segments cover the Solution and Service, Component, Level, and End-user. By End-user, Government & Municipalities segment is Anticipated to Dominate the Market Over the Forecast Period.
- The Mexican government has a crucial role to play in the promotion and implementation of smart cities. National and local policies, regulations, and strategic plans are often developed to support the development of smart cities. The state and local governments are actively investing in smart city projects to improve urban living conditions, improve public services and promote sustainability.
- Mexican government agencies have significant funding and resources at their disposal, making them key players in smart city investment. Various budget allocations, grants, and public-private partnerships enable government agencies to initiate and support smart city projects across the country. Governments and municipalities are focused on improving public services and infrastructure for their citizens. Smart city technology enables more efficient and data-oriented service provision and improves for example traffic, healthcare, waste management, and public safety.
- Smart City initiatives are in line with Mexico's urban planning and development goals. As cities experience rapid urbanization and population growth, the adoption of smart technologies is becoming central to ensuring sustainable and well-planned urban areas.
Country Analysis of the Mexico Smart Cities Market
Querétaro's is Expected to Dominate the Market Over the Forecast Period.
- Querétaro's strategic location in the center of Mexico City makes it a hub for transportation and connections. Its proximity to major cities such as Mexico City, Guadalajara, and Monterrey made it an attractive location for business, investment, and technological development.
- The city has a strong industrial and technological base that attracts international companies and promotes innovation in various sectors. This foundation creates a solid platform for integrating smart technologies into city infrastructure and services.
- The municipality of Querétaro has shown considerable support for smart city initiatives. Through strategic planning and investments, the government has encouraged the adoption of smart technologies to improve city services, improve quality of life and promote sustainability.
- Querétaro has invested in research and development, especially in areas related to smart city technologies and innovations. Collaboration between universities, industry, and government has fostered the development of state-of-the-art solutions tailored to the specific needs of the city.
Covid-19 Impact Analysis on Mexico Smart Cities Market
- The pandemic has disrupted many city services in Mexico, including transportation, health care, and public safety. Lockdowns and restrictions have affected travel data, which has reduced public transport and increased demand for last-mile delivery services.
- The economic impact of COVID-19 has created budget constraints for both the government and the private sector that could delay or limit smart city projects. In addition, the uncertainty surrounding the pandemic and the need to prioritize immediate health issues may have delayed the implementation of proposed smart city projects. Privacy and security concerns have also increased, as smart city technologies that collect personal data for contact Tracing and other purposes have raised privacy concerns.
- The pandemic has also offered opportunities for Mexico's Mexico Smart Cities market. This has accelerated the pace of digital transformation, as local governments and businesses have quickly adopted technologies that enable remote work, online services and contactless communication. COVID-19 has highlighted the importance of smart city technologies in managing public health and safety.
- Cities are exploring smart solutions for contact tracing, mass surveillance and improving healthcare. The pandemic has highlighted the importance of resilience and crisis management in smart cities, as these technologies have enabled real-time monitoring and data analysis, improving the allocation of resources in emergencies
Top Key Players Covered in The Mexico Smart Cities Market
- IBM (USA)
- Siemens (Germany)
- Huawei (China)
- Cisco (USA)
- Ericsson (Sweden)
- Intel (USA)
- Oracle (USA)
- GE (USA)
- Schneider Electric (France)
- Veolia (France)
- Thales (France)
- Alstom (France)
- Telefónica (Spain)
- Atos (France)
- Accenture (Ireland)
- Bosch (Germany)
- Honeywell (USA)
- Rockwell Automation (USA)
- Metropolitan (France)
- Sinergia IT (Mexico), and Other Major Players
Key Industry Developments in the Mexico Smart Cities Market
In April 2023, Schneider Electric, the global leader in the digital transformation of energy management and next-gen automation, laid the foundation stone for its new manufacturing plant in Kolkata, West Bengal. The factory, located at Prospace Industrial Park, spans an area of 9 acres and involves an investment of INR 140 crore.
In June 2022, Kyndryl, the world’s largest IT infrastructure services provider, announced a partnership with Oracle to help customers accelerate their journey to the cloud by delivering managed cloud solutions to enterprises around the world. As part of the alliance, Kyndryl becomes a key delivery partner for Oracle Cloud Infrastructure (OCI), expanding upon its deep experience of working with and supporting customers using Oracle products and services.
Mexico Smart Cities Market
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Base Year:
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2022
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Forecast Period:
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2023-2030
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Historical Data:
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2016 to 2021
|
Market Size in 2022:
|
USD XXX Bn.
|
Forecast Period 2023-30 CAGR:
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XXX%
|
Market Size in 2030:
|
USD XXX Bn.
|
Segments Covered:
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By Solution and Service
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- Smart Mobility Management
- Smart Public Safety
- Smart Healthcare
- Smart Building
- Smart Utilities
- Others
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By Component
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- Hardware
- Software
- Service
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By Level
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- Emerging Smart Cities
- Developing Smart Cities
- Mature Smart Cities
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By End-user
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- Government & Municipalities
- Transportation & Logistics
- Energy & Utilities
- Healthcare
- Education
- Others
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Chapter 1: Introduction
1.1 Research Objectives
1.2 Research Methodology
1.3 Research Process
1.4 Scope and Coverage
1.4.1 Market Definition
1.4.2 Key Questions Answered
1.5 Market Segmentation
Chapter 2:Executive Summary
Chapter 3:Growth Opportunities By Segment
3.1 By Solution and Service
3.2 By Component
3.3 By Level
3.4 By End-user
Chapter 4: Market Landscape
4.1 Porter's Five Forces Analysis
4.1.1 Bargaining Power of Supplier
4.1.2 Threat of New Entrants
4.1.3 Threat of Substitutes
4.1.4 Competitive Rivalry
4.1.5 Bargaining Power Among Buyers
4.2 Industry Value Chain Analysis
4.3 Market Dynamics
4.3.1 Drivers
4.3.2 Restraints
4.3.3 Opportunities
4.5.4 Challenges
4.4 Pestle Analysis
4.5 Technological Roadmap
4.6 Regulatory Landscape
4.7 SWOT Analysis
4.8 Price Trend Analysis
4.9 Patent Analysis
4.10 Analysis of the Impact of Covid-19
4.10.1 Impact on the Overall Market
4.10.2 Impact on the Supply Chain
4.10.3 Impact on the Key Manufacturers
4.10.4 Impact on the Pricing
Chapter 5: Mexico Smart Cities Market by Solution and Service
5.1 Mexico Smart Cities Market Overview Snapshot and Growth Engine
5.2 Mexico Smart Cities Market Overview
5.3 Smart Mobility Management
5.3.1 Introduction and Market Overview
5.3.2 Key Market Trends, Growth Factors and Opportunities
5.3.3 Impact of Covid-19
5.3.4 Historic and Forecasted Market Size (2016-2030F)
5.3.5 Key Market Trends, Growth Factors and Opportunities
5.3.6 Smart Mobility Management: Geographic Segmentation
5.4 Smart Public Safety
5.4.1 Introduction and Market Overview
5.4.2 Key Market Trends, Growth Factors and Opportunities
5.4.3 Impact of Covid-19
5.4.4 Historic and Forecasted Market Size (2016-2030F)
5.4.5 Key Market Trends, Growth Factors and Opportunities
5.4.6 Smart Public Safety: Geographic Segmentation
5.5 Smart Healthcare
5.5.1 Introduction and Market Overview
5.5.2 Key Market Trends, Growth Factors and Opportunities
5.5.3 Impact of Covid-19
5.5.4 Historic and Forecasted Market Size (2016-2030F)
5.5.5 Key Market Trends, Growth Factors and Opportunities
5.5.6 Smart Healthcare: Geographic Segmentation
5.6 Smart Building
5.6.1 Introduction and Market Overview
5.6.2 Key Market Trends, Growth Factors and Opportunities
5.6.3 Impact of Covid-19
5.6.4 Historic and Forecasted Market Size (2016-2030F)
5.6.5 Key Market Trends, Growth Factors and Opportunities
5.6.6 Smart Building: Geographic Segmentation
5.7 Smart Utilities
5.7.1 Introduction and Market Overview
5.7.2 Key Market Trends, Growth Factors and Opportunities
5.7.3 Impact of Covid-19
5.7.4 Historic and Forecasted Market Size (2016-2030F)
5.7.5 Key Market Trends, Growth Factors and Opportunities
5.7.6 Smart Utilities: Geographic Segmentation
5.8 Others
5.8.1 Introduction and Market Overview
5.8.2 Key Market Trends, Growth Factors and Opportunities
5.8.3 Impact of Covid-19
5.8.4 Historic and Forecasted Market Size (2016-2030F)
5.8.5 Key Market Trends, Growth Factors and Opportunities
5.8.6 Others: Geographic Segmentation
Chapter 6: Mexico Smart Cities Market by Component
6.1 Mexico Smart Cities Market Overview Snapshot and Growth Engine
6.2 Mexico Smart Cities Market Overview
6.3 Hardware
6.3.1 Introduction and Market Overview
6.3.2 Key Market Trends, Growth Factors and Opportunities
6.3.3 Impact of Covid-19
6.3.4 Historic and Forecasted Market Size (2016-2030F)
6.3.5 Key Market Trends, Growth Factors and Opportunities
6.3.6 Hardware: Geographic Segmentation
6.4 Software
6.4.1 Introduction and Market Overview
6.4.2 Key Market Trends, Growth Factors and Opportunities
6.4.3 Impact of Covid-19
6.4.4 Historic and Forecasted Market Size (2016-2030F)
6.4.5 Key Market Trends, Growth Factors and Opportunities
6.4.6 Software: Geographic Segmentation
6.5 Service
6.5.1 Introduction and Market Overview
6.5.2 Key Market Trends, Growth Factors and Opportunities
6.5.3 Impact of Covid-19
6.5.4 Historic and Forecasted Market Size (2016-2030F)
6.5.5 Key Market Trends, Growth Factors and Opportunities
6.5.6 Service: Geographic Segmentation
Chapter 7: Mexico Smart Cities Market by Level
7.1 Mexico Smart Cities Market Overview Snapshot and Growth Engine
7.2 Mexico Smart Cities Market Overview
7.3 Emerging Smart Cities
7.3.1 Introduction and Market Overview
7.3.2 Key Market Trends, Growth Factors and Opportunities
7.3.3 Impact of Covid-19
7.3.4 Historic and Forecasted Market Size (2016-2030F)
7.3.5 Key Market Trends, Growth Factors and Opportunities
7.3.6 Emerging Smart Cities: Geographic Segmentation
7.4 Developing Smart Cities
7.4.1 Introduction and Market Overview
7.4.2 Key Market Trends, Growth Factors and Opportunities
7.4.3 Impact of Covid-19
7.4.4 Historic and Forecasted Market Size (2016-2030F)
7.4.5 Key Market Trends, Growth Factors and Opportunities
7.4.6 Developing Smart Cities: Geographic Segmentation
7.5 Mature Smart Cities
7.5.1 Introduction and Market Overview
7.5.2 Key Market Trends, Growth Factors and Opportunities
7.5.3 Impact of Covid-19
7.5.4 Historic and Forecasted Market Size (2016-2030F)
7.5.5 Key Market Trends, Growth Factors and Opportunities
7.5.6 Mature Smart Cities: Geographic Segmentation
Chapter 8: Mexico Smart Cities Market by End-user
8.1 Mexico Smart Cities Market Overview Snapshot and Growth Engine
8.2 Mexico Smart Cities Market Overview
8.3 Government & Municipalities
8.3.1 Introduction and Market Overview
8.3.2 Key Market Trends, Growth Factors and Opportunities
8.3.3 Impact of Covid-19
8.3.4 Historic and Forecasted Market Size (2016-2030F)
8.3.5 Key Market Trends, Growth Factors and Opportunities
8.3.6 Government & Municipalities: Geographic Segmentation
8.4 Transportation & Logistics
8.4.1 Introduction and Market Overview
8.4.2 Key Market Trends, Growth Factors and Opportunities
8.4.3 Impact of Covid-19
8.4.4 Historic and Forecasted Market Size (2016-2030F)
8.4.5 Key Market Trends, Growth Factors and Opportunities
8.4.6 Transportation & Logistics: Geographic Segmentation
8.5 Energy & Utilities
8.5.1 Introduction and Market Overview
8.5.2 Key Market Trends, Growth Factors and Opportunities
8.5.3 Impact of Covid-19
8.5.4 Historic and Forecasted Market Size (2016-2030F)
8.5.5 Key Market Trends, Growth Factors and Opportunities
8.5.6 Energy & Utilities: Geographic Segmentation
8.6 Healthcare
8.6.1 Introduction and Market Overview
8.6.2 Key Market Trends, Growth Factors and Opportunities
8.6.3 Impact of Covid-19
8.6.4 Historic and Forecasted Market Size (2016-2030F)
8.6.5 Key Market Trends, Growth Factors and Opportunities
8.6.6 Healthcare: Geographic Segmentation
8.7 Education
8.7.1 Introduction and Market Overview
8.7.2 Key Market Trends, Growth Factors and Opportunities
8.7.3 Impact of Covid-19
8.7.4 Historic and Forecasted Market Size (2016-2030F)
8.7.5 Key Market Trends, Growth Factors and Opportunities
8.7.6 Education: Geographic Segmentation
8.8 Others
8.8.1 Introduction and Market Overview
8.8.2 Key Market Trends, Growth Factors and Opportunities
8.8.3 Impact of Covid-19
8.8.4 Historic and Forecasted Market Size (2016-2030F)
8.8.5 Key Market Trends, Growth Factors and Opportunities
8.8.6 Others: Geographic Segmentation
Chapter 9: Company Profiles and Competitive Analysis
9.1 Competitive Landscape
9.1.1 Competitive Positioning
9.1.2 Mexico Smart Cities Sales and Market Share By Players
9.1.3 Industry BCG Matrix
9.1.4 Ansoff Matrix
9.1.5 Mexico Smart Cities Industry Concentration Ratio (CR5 and HHI)
9.1.6 Top 5 Mexico Smart Cities Players Market Share
9.1.7 Mergers and Acquisitions
9.1.8 Business Strategies By Top Players
9.2 IBM (USA)
9.2.1 Company Overview
9.2.2 Key Executives
9.2.3 Company Snapshot
9.2.4 Operating Business Segments
9.2.5 Product Portfolio
9.2.6 Business Performance
9.2.7 Key Strategic Moves and Recent Developments
9.2.8 SWOT Analysis
9.3 SIEMENS (GERMANY)
9.4 HUAWEI (CHINA)
9.5 CISCO (USA)
9.6 ERICSSON (SWEDEN)
9.7 INTEL (USA)
9.8 ORACLE (USA)
9.9 GE (USA)
9.10 SCHNEIDER ELECTRIC (FRANCE)
9.11 VEOLIA (FRANCE)
9.12 THALES (FRANCE)
9.13 ALSTOM (FRANCE)
9.14 TELEFÓNICA (SPAIN)
9.15 ATOS (FRANCE)
9.16 ACCENTURE (IRELAND)
9.17 BOSCH (GERMANY)
9.18 HONEYWELL (USA)
9.19 ROCKWELL AUTOMATION (USA)
9.20 METROPOLITAN (FRANCE)
9.21 SINERGIA IT (MEXICO)
9.22 OTHER MAJOR PLAYERS
Chapter 10 Investment Analysis
Chapter 11 Analyst Viewpoint and Conclusion