Generative AI in Logistics Market Synopsis
The Global Generative AI in Logistics Market size was valued at USD 525 Million in 2023 and is projected to reach USD 3,951.73 Million by 2030, growing at a CAGR of 28.70% from 2023 to 2030.
Generative AI is revolutionizing logistics by improving demand forecasting, inventory management, route planning and warehouse operations. It uses algorithms and machine learning to optimize supply chains, improve predictability and increase industrial precision.
- Generative AI can significantly improve logistics by accurately predicting customer demand. By analyzing historical data on customer orders and usage patterns, generative artificial intelligence can predict fluctuations in demand and enable logistics companies to proactively stock needed products. This proactive approach reduces costs and improves overall efficiency by minimizing the risk of inventory or overstocking.
- Optimization of route planning and delivery logistics is another valuable application of generative artificial intelligence in the logistics industry. By examining various factors such as delivery points, periods and frequency, generative AI can identify the most efficient delivery routes and anticipate potential disruptions or delays. This streamlines the delivery process and ensures timely and cost-effective ordering.
- Inventory management also benefits from generative artificial intelligence. By analyzing product data, inventory and customer demand, generative AI enables optimal inventory and replenishment strategies. This ensures that warehouses are well stocked, minimizing the likelihood of items being out of stock or underutilized, ultimately improving overall operational efficiency.
- Generative AI can improve pricing strategies by considering several factors such as customer data, inventory, transportation costs and competition. Using this information, companies can set optimal prices for their products and services, which ensures competitiveness in the market and maximizes profit.
Top Key Players Involved Are:
"IBM Corporation (US), Google LLC (US), Amazon Web Services Inc. (US), Microsoft Corporation (US), Oracle Corporation (US), SAP SE (Germany), Intel Corporation (US), Nvidia Corporation (US), Cognizant Technology Solutions Corp. (US), Accenture PLC (Ireland), JDA Software Group Inc. (US), Blue Yonder (US), LLamasoft Inc. (US), Manhattan Associates Inc. (US), Infor Inc. (US), Kinaxis Inc. (Canada), Salesforce.com Inc. (US), Honeywell International Inc. (US), SAS Institute Inc. (US), Zebra Technologies Corporation (US) and other major players."
![Generative AI in Logistics Market](data:image/png;base64,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)
The Generative AI in Logistics Market Trend Analysis
Real-Time Insights for Agile Decision-Making
- The demand for real-time insight is critical for logistics companies to navigate the dynamic and rapidly evolving business environment. With generative AI, these companies can access and analyze data in real-time, allowing them to make informed decisions quickly. Real-time data analysis gives logistics companies a comprehensive view of market conditions, customer demands and supply chain disruptions, allowing them to respond quickly and efficiently.
- Using advanced algorithms and machine learning techniques, generative AI quickly identifies patterns, correlations and trends in data. In this way, logistics companies can receive valuable information about customer preferences, market dynamics and operational performance in real-time.
- Real-time overview enables proactive logistics decisions. Detecting changes in customer behaviour, predicting changes in demand and responding to supply chain disruptions quickly optimizes operations, simplifies processes and improves the customer experience. Generative artificial intelligence transforms data into actionable intelligence that ensures the competitiveness and flexibility of logistics.
Efficient Warehouse Management and Replenishment
- Smooth management of inventory and replenishment processes means optimizing inventory operations and efficient processing and timely replenishment. This requires implementing systems, technologies and strategies that minimize waste, improve inventory accuracy and improve overall operational efficiency.
- Various techniques and technologies can be used for smooth inventory management. This includes using warehouse management systems (WMS) to automate processes such as receiving, picking, packing and shipping. It may also require the implementation of barcode or RFID tracking systems to improve inventory visibility and improve accurate inventory management. By streamlining warehouse operations, companies can reduce errors, eliminate inefficiencies and speed up order fulfilment, ultimately improving customer satisfaction.
- Stock replenishment is another important part of inventory management. This includes monitoring inventory levels, forecasting demand and ensuring timely replenishment to avoid stockouts or overstocking. By leveraging data analytics and demand forecasting tools, companies can optimize inventory levels, minimize costs, and maintain an uninterrupted supply of products to effectively meet customer needs.
Segmentation Analysis Of The Generative AI in Logistics Market
Generative AI in Logistics market segments covers the Type, Component, Deployment Mode, and Application. By Application, the Route Optimization segment is Anticipated to Dominate the Market Over the Forecast period.
- Generative AI route optimization in logistics involves the use of algorithms and machine learning techniques to identify the most efficient and optimal transport and delivery routes. By analyzing data such as customer locations, delivery points, modes of transportation and delivery time windows, generative AI can create optimized routes that minimize distance travelled, reduce fuel consumption and optimize delivery schedules.
- Generative AI algorithms can consider various factors such as real-time traffic updates, road conditions, vehicle capacity and delivery constraints to dynamically adjust and optimize routes. It helps logistics companies improve operational efficiency, reduce transportation costs and increase customer satisfaction by ensuring on-time deliveries.
- Route optimization in generative artificial intelligence also allows companies to proactively identify potential interruptions or delays in the delivery process, which enables better contingency planning and proactive customer communication. By optimizing routes, logistics companies can achieve savings, increase productivity and improve overall logistics.
Regional Analysis of The Generative AI in Logistics Market
North America is Expected to Dominate the Market Over the Forecast Period.
- The North American logistics generative AI market is experiencing significant growth and adoption. With a strong presence of technology companies, advanced infrastructure and a highly developed logistics industry, North America is a key region for the application of generative artificial intelligence in logistics.
- Generative AI in North American logistics offers several benefits, including improved demand forecasting, optimized route planning, better inventory management and efficient inventory replenishment. Companies in the region are using generative artificial intelligence technologies to gain insights from big data, optimize supply chain operations and improve customer satisfaction.
- North America is seeing increasing investment and collaboration in generative AI logistics. Major players in the region are investing in R&D to develop advanced generative AI solutions tailored to the logistics industry. In North America, generative AI is expected to continue to grow in the logistics market due to its focus on innovation and technology adoption.
![Top US Logistics Companies By 2021 Revenue](data:image/png;base64,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)
Source: Statista
According to the data, UPS Supply Chain Logistics was first among the leading logistics companies in North America based on its net sales in 2021. UPS achieved a significant net profit of seven billion dollars and became the industry leader. This ranking underlines the company's significant financial success and underscores its dominant position in the North American logistics market this year.
Covid-19 Impact Analysis On Generative AI in Logistics Market
- The COVID-19 pandemic has harmed several sectors, including generative artificial intelligence in the logistics market. One major setback has been the disruption to global supply chains caused by shutdowns and travel restrictions imposed to contain the spread of the virus.
- These disruptions caused delays in the delivery of goods and increased logistical challenges for companies. The unpredictability and instability of the pandemic have negatively affected generative artificial intelligence, which uses large data sets and real-time information to optimize logistics operations.
- The economic downturn caused by the pandemic has forced many companies to reduce investments in new technologies such as generative artificial intelligence. Companies had to prioritize their immediate operational needs and savings measures, which leaves little room for experimentation and the introduction of new logistics solutions based on artificial intelligence.
Top Key Players Covered in The Generative AI in Logistics Market
- IBM Corporation (US)
- Google LLC (US)
- Amazon Web Services Inc. (US)
- Microsoft Corporation (US)
- Oracle Corporation (US)
- SAP SE (Germany)
- Intel Corporation (US)
- Nvidia Corporation (US)
- Cognizant Technology Solutions Corp. (US)
- Accenture PLC (Ireland)
- JDA Software Group Inc. (US)
- Blue Yonder (US)
- LLamasoft Inc. (US)
- Manhattan Associates Inc. (US)
- Infor Inc. (US)
- Kinaxis Inc. (Canada)
- com Inc. (US)
- Honeywell International Inc. (US)
- SAS Institute Inc. (US)
- Zebra Technologies Corporation (US)
Key Industry Developments in the Generative AI in Logistics Market
In June 2023, Accenture Ventures recently made a significant strategic investment in Parfin. This investment by Accenture in Parfin is the first “Project Spotlight" investment by Accenture Ventures in the Latin American region.
In June 2023, IBM expanded its long-standing partnership with Adobe to help brands successfully accelerate their content supply chains by deploying next-generation artificial intelligence, including Adobe Sensei GenAI services and Adobe Firefly (currently in beta), Adobe's family of creative AI models.
In May 2023, Intel and SAP SE collaborated to deliver more efficient and sustainable SAP® software landscapes in the cloud. Designed to help customers improve the scalability, flexibility and consolidation of their current SAP software environments. The collaboration deepens Intel's focus on delivering highly efficient and secure SAP instances with 4th generation Intel® Xeon® Scalable processors.
Global Generative AI in Logistics Market
|
Base Year:
|
2022
|
Forecast Period:
|
2023-2030
|
Historical Data:
|
2016 to 2021
|
Market Size in 2023:
|
USD 525 Mn.
|
Forecast Period 2023-30 CAGR:
|
28.70%
|
Market Size in 2030:
|
USD 3,951.73 Mn.
|
Segments Covered:
|
By Type
|
- Predictive Analytics
- Prescriptive Analytics
- Cognitive Computing
|
By Component
|
- Software
- Hardware
- Services
|
By Deployment Mode
|
|
By Application
|
- Route Optimization
- Inventory Management
- Warehouse Management
- Supply Chain Analytics
- Last-Mile Delivery Optimization
|
By Region
|
- North America (U.S., Canada, Mexico)
- Eastern Europe (Bulgaria, The Czech Republic, Hungary, Poland, Romania, Rest of Eastern Europe)
- Western Europe (Germany, UK, France, Netherlands, Italy, Russia, Spain, Rest of Western Europe)
- Asia Pacific (China, India, Japan, South Korea, Malaysia, Thailand, Vietnam, The Philippines, Australia, New Zealand, Rest of APAC)
- Middle East & Africa (Turkey, Bahrain, Kuwait, Saudi Arabia, Qatar, UAE, Israel, South Africa)
- South America (Brazil, Argentina, Rest of SA)
|
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 Type
3.2 By Component
3.3 By Deployment Mode
3.4 By Application
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: Generative AI in Logistics Market by Type
5.1 Generative AI in Logistics Market Overview Snapshot and Growth Engine
5.2 Generative AI in Logistics Market Overview
5.3 Predictive Analytics
5.3.1 Introduction and Market Overview
5.3.2 Historic and Forecasted Market Size (2016-2030F)
5.3.3 Key Market Trends, Growth Factors and Opportunities
5.3.4 Predictive Analytics: Geographic Segmentation
5.4 Prescriptive Analytics
5.4.1 Introduction and Market Overview
5.4.2 Historic and Forecasted Market Size (2016-2030F)
5.4.3 Key Market Trends, Growth Factors and Opportunities
5.4.4 Prescriptive Analytics: Geographic Segmentation
5.5 Cognitive Computing
5.5.1 Introduction and Market Overview
5.5.2 Historic and Forecasted Market Size (2016-2030F)
5.5.3 Key Market Trends, Growth Factors and Opportunities
5.5.4 Cognitive Computing: Geographic Segmentation
Chapter 6: Generative AI in Logistics Market by Component
6.1 Generative AI in Logistics Market Overview Snapshot and Growth Engine
6.2 Generative AI in Logistics Market Overview
6.3 Software
6.3.1 Introduction and Market Overview
6.3.2 Historic and Forecasted Market Size (2016-2030F)
6.3.3 Key Market Trends, Growth Factors and Opportunities
6.3.4 Software: Geographic Segmentation
6.4 Hardware
6.4.1 Introduction and Market Overview
6.4.2 Historic and Forecasted Market Size (2016-2030F)
6.4.3 Key Market Trends, Growth Factors and Opportunities
6.4.4 Hardware: Geographic Segmentation
6.5 Services
6.5.1 Introduction and Market Overview
6.5.2 Historic and Forecasted Market Size (2016-2030F)
6.5.3 Key Market Trends, Growth Factors and Opportunities
6.5.4 Services: Geographic Segmentation
Chapter 7: Generative AI in Logistics Market by Deployment Mode
7.1 Generative AI in Logistics Market Overview Snapshot and Growth Engine
7.2 Generative AI in Logistics Market Overview
7.3 On-Premises
7.3.1 Introduction and Market Overview
7.3.2 Historic and Forecasted Market Size (2016-2030F)
7.3.3 Key Market Trends, Growth Factors and Opportunities
7.3.4 On-Premises: Geographic Segmentation
7.4 Cloud-based
7.4.1 Introduction and Market Overview
7.4.2 Historic and Forecasted Market Size (2016-2030F)
7.4.3 Key Market Trends, Growth Factors and Opportunities
7.4.4 Cloud-based: Geographic Segmentation
Chapter 8: Generative AI in Logistics Market by Application
8.1 Generative AI in Logistics Market Overview Snapshot and Growth Engine
8.2 Generative AI in Logistics Market Overview
8.3 Route Optimization
8.3.1 Introduction and Market Overview
8.3.2 Historic and Forecasted Market Size (2016-2030F)
8.3.3 Key Market Trends, Growth Factors and Opportunities
8.3.4 Route Optimization: Geographic Segmentation
8.4 Inventory Management
8.4.1 Introduction and Market Overview
8.4.2 Historic and Forecasted Market Size (2016-2030F)
8.4.3 Key Market Trends, Growth Factors and Opportunities
8.4.4 Inventory Management: Geographic Segmentation
8.5 Warehouse Management
8.5.1 Introduction and Market Overview
8.5.2 Historic and Forecasted Market Size (2016-2030F)
8.5.3 Key Market Trends, Growth Factors and Opportunities
8.5.4 Warehouse Management: Geographic Segmentation
8.6 Supply Chain Analytics
8.6.1 Introduction and Market Overview
8.6.2 Historic and Forecasted Market Size (2016-2030F)
8.6.3 Key Market Trends, Growth Factors and Opportunities
8.6.4 Supply Chain Analytics: Geographic Segmentation
8.7 Last-Mile Delivery Optimization
8.7.1 Introduction and Market Overview
8.7.2 Historic and Forecasted Market Size (2016-2030F)
8.7.3 Key Market Trends, Growth Factors and Opportunities
8.7.4 Last-Mile Delivery Optimization: Geographic Segmentation
Chapter 9: Company Profiles and Competitive Analysis
9.1 Competitive Landscape
9.1.1 Competitive Positioning
9.1.2 Generative AI in Logistics Sales and Market Share By Players
9.1.3 Industry BCG Matrix
9.1.4 Heat Map Analysis
9.1.5 Generative AI in Logistics Industry Concentration Ratio (CR5 and HHI)
9.1.6 Top 5 Generative AI in Logistics Players Market Share
9.1.7 Mergers and Acquisitions
9.1.8 Business Strategies By Top Players
9.2 IBM CORPORATION (US)
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 GOOGLE LLC (US)
9.4 AMAZON WEB SERVICES INC. (US)
9.5 MICROSOFT CORPORATION (US)
9.6 ORACLE CORPORATION (US)
9.7 SAP SE (GERMANY)
9.8 INTEL CORPORATION (US)
9.9 NVIDIA CORPORATION (US)
9.10 COGNIZANT TECHNOLOGY SOLUTIONS CORP. (US)
9.11 ACCENTURE PLC (IRELAND)
9.12 JDA SOFTWARE GROUP INC. (US)
9.13 BLUE YONDER (US)
9.14 LLAMASOFT INC. (US)
9.15 MANHATTAN ASSOCIATES INC. (US)
9.16 INFOR INC. (US)
9.17 KINAXIS INC. (CANADA)
9.18 SALESFORCE.COM INC. (US)
9.19 HONEYWELL INTERNATIONAL INC. (US)
9.20 SAS INSTITUTE INC. (US)
9.21 ZEBRA TECHNOLOGIES CORPORATION (US)
9.22 OTHER MAJOR PLAYERS
Chapter 10: Global Generative AI in Logistics Market Analysis, Insights and Forecast, 2016-2030
10.1 Market Overview
10.2 Historic and Forecasted Market Size By Type
10.2.1 Predictive Analytics
10.2.2 Prescriptive Analytics
10.2.3 Cognitive Computing
10.3 Historic and Forecasted Market Size By Component
10.3.1 Software
10.3.2 Hardware
10.3.3 Services
10.4 Historic and Forecasted Market Size By Deployment Mode
10.4.1 On-Premises
10.4.2 Cloud-based
10.5 Historic and Forecasted Market Size By Application
10.5.1 Route Optimization
10.5.2 Inventory Management
10.5.3 Warehouse Management
10.5.4 Supply Chain Analytics
10.5.5 Last-Mile Delivery Optimization
Chapter 11: North America Generative AI in Logistics Market Analysis, Insights and Forecast, 2016-2030
11.1 Key Market Trends, Growth Factors and Opportunities
11.2 Impact of Covid-19
11.3 Key Players
11.4 Key Market Trends, Growth Factors and Opportunities
11.4 Historic and Forecasted Market Size By Type
11.4.1 Predictive Analytics
11.4.2 Prescriptive Analytics
11.4.3 Cognitive Computing
11.5 Historic and Forecasted Market Size By Component
11.5.1 Software
11.5.2 Hardware
11.5.3 Services
11.6 Historic and Forecasted Market Size By Deployment Mode
11.6.1 On-Premises
11.6.2 Cloud-based
11.7 Historic and Forecasted Market Size By Application
11.7.1 Route Optimization
11.7.2 Inventory Management
11.7.3 Warehouse Management
11.7.4 Supply Chain Analytics
11.7.5 Last-Mile Delivery Optimization
11.8 Historic and Forecast Market Size by Country
11.8.1 US
11.8.2 Canada
11.8.3 Mexico
Chapter 12: Eastern Europe Generative AI in Logistics Market Analysis, Insights and Forecast, 2016-2030
12.1 Key Market Trends, Growth Factors and Opportunities
12.2 Impact of Covid-19
12.3 Key Players
12.4 Key Market Trends, Growth Factors and Opportunities
12.4 Historic and Forecasted Market Size By Type
12.4.1 Predictive Analytics
12.4.2 Prescriptive Analytics
12.4.3 Cognitive Computing
12.5 Historic and Forecasted Market Size By Component
12.5.1 Software
12.5.2 Hardware
12.5.3 Services
12.6 Historic and Forecasted Market Size By Deployment Mode
12.6.1 On-Premises
12.6.2 Cloud-based
12.7 Historic and Forecasted Market Size By Application
12.7.1 Route Optimization
12.7.2 Inventory Management
12.7.3 Warehouse Management
12.7.4 Supply Chain Analytics
12.7.5 Last-Mile Delivery Optimization
12.8 Historic and Forecast Market Size by Country
12.8.1 Bulgaria
12.8.2 The Czech Republic
12.8.3 Hungary
12.8.4 Poland
12.8.5 Romania
12.8.6 Rest of Eastern Europe
Chapter 13: Western Europe Generative AI in Logistics Market Analysis, Insights and Forecast, 2016-2030
13.1 Key Market Trends, Growth Factors and Opportunities
13.2 Impact of Covid-19
13.3 Key Players
13.4 Key Market Trends, Growth Factors and Opportunities
13.4 Historic and Forecasted Market Size By Type
13.4.1 Predictive Analytics
13.4.2 Prescriptive Analytics
13.4.3 Cognitive Computing
13.5 Historic and Forecasted Market Size By Component
13.5.1 Software
13.5.2 Hardware
13.5.3 Services
13.6 Historic and Forecasted Market Size By Deployment Mode
13.6.1 On-Premises
13.6.2 Cloud-based
13.7 Historic and Forecasted Market Size By Application
13.7.1 Route Optimization
13.7.2 Inventory Management
13.7.3 Warehouse Management
13.7.4 Supply Chain Analytics
13.7.5 Last-Mile Delivery Optimization
13.8 Historic and Forecast Market Size by Country
13.8.1 Germany
13.8.2 UK
13.8.3 France
13.8.4 Netherlands
13.8.5 Italy
13.8.6 Russia
13.8.7 Spain
13.8.8 Rest of Western Europe
Chapter 14: Asia Pacific Generative AI in Logistics Market Analysis, Insights and Forecast, 2016-2030
14.1 Key Market Trends, Growth Factors and Opportunities
14.2 Impact of Covid-19
14.3 Key Players
14.4 Key Market Trends, Growth Factors and Opportunities
14.4 Historic and Forecasted Market Size By Type
14.4.1 Predictive Analytics
14.4.2 Prescriptive Analytics
14.4.3 Cognitive Computing
14.5 Historic and Forecasted Market Size By Component
14.5.1 Software
14.5.2 Hardware
14.5.3 Services
14.6 Historic and Forecasted Market Size By Deployment Mode
14.6.1 On-Premises
14.6.2 Cloud-based
14.7 Historic and Forecasted Market Size By Application
14.7.1 Route Optimization
14.7.2 Inventory Management
14.7.3 Warehouse Management
14.7.4 Supply Chain Analytics
14.7.5 Last-Mile Delivery Optimization
14.8 Historic and Forecast Market Size by Country
14.8.1 China
14.8.2 India
14.8.3 Japan
14.8.4 South Korea
14.8.5 Malaysia
14.8.6 Thailand
14.8.7 Vietnam
14.8.8 The Philippines
14.8.9 Australia
14.8.10 New Zealand
14.8.11 Rest of APAC
Chapter 15: Middle East & Africa Generative AI in Logistics Market Analysis, Insights and Forecast, 2016-2030
15.1 Key Market Trends, Growth Factors and Opportunities
15.2 Impact of Covid-19
15.3 Key Players
15.4 Key Market Trends, Growth Factors and Opportunities
15.4 Historic and Forecasted Market Size By Type
15.4.1 Predictive Analytics
15.4.2 Prescriptive Analytics
15.4.3 Cognitive Computing
15.5 Historic and Forecasted Market Size By Component
15.5.1 Software
15.5.2 Hardware
15.5.3 Services
15.6 Historic and Forecasted Market Size By Deployment Mode
15.6.1 On-Premises
15.6.2 Cloud-based
15.7 Historic and Forecasted Market Size By Application
15.7.1 Route Optimization
15.7.2 Inventory Management
15.7.3 Warehouse Management
15.7.4 Supply Chain Analytics
15.7.5 Last-Mile Delivery Optimization
15.8 Historic and Forecast Market Size by Country
15.8.1 Turkey
15.8.2 Bahrain
15.8.3 Kuwait
15.8.4 Saudi Arabia
15.8.5 Qatar
15.8.6 UAE
15.8.7 Israel
15.8.8 South Africa
Chapter 16: South America Generative AI in Logistics Market Analysis, Insights and Forecast, 2016-2030
16.1 Key Market Trends, Growth Factors and Opportunities
16.2 Impact of Covid-19
16.3 Key Players
16.4 Key Market Trends, Growth Factors and Opportunities
16.4 Historic and Forecasted Market Size By Type
16.4.1 Predictive Analytics
16.4.2 Prescriptive Analytics
16.4.3 Cognitive Computing
16.5 Historic and Forecasted Market Size By Component
16.5.1 Software
16.5.2 Hardware
16.5.3 Services
16.6 Historic and Forecasted Market Size By Deployment Mode
16.6.1 On-Premises
16.6.2 Cloud-based
16.7 Historic and Forecasted Market Size By Application
16.7.1 Route Optimization
16.7.2 Inventory Management
16.7.3 Warehouse Management
16.7.4 Supply Chain Analytics
16.7.5 Last-Mile Delivery Optimization
16.8 Historic and Forecast Market Size by Country
16.8.1 Brazil
16.8.2 Argentina
16.8.3 Rest of SA
Chapter 17 Investment Analysis
Chapter 18 Analyst Viewpoint and Conclusion