Retail Logistics Market Overview
“The Global Retail Logistics Market is expected to grow rapidly at a 5.26% CAGR consequently, it will grow from its existing size of from $270.12 Billion in 2023 to $701.25 Billion by 2030.”
What is Retail Logistics?
Simply put, the term "retail logistics" encompasses all the strategies, functions and processes required to transport merchandise to Point A (the source of supply) to Point B (the end consumer). The logistics of retail can be classified into two parts, or groups: inbound logistics and outbound logistics.
Inbound logistics refers to the process that retailers use to source materials or goods that are finished and transport the products from the source to an internal point of entry such as the fulfillment center, warehouse manufacturing facility, or a retail store so that they can include them in their inventory.
Outbound logistics, in contrast is the way in that retailers transfer product from their internal locations that is, for example, such as a fulfillment center, warehouse manufacturing facility or retail store to the final customer. In the sense that outbound logistics takes over where inbound logistics ends.
If taken as a whole the logistics of retail may appear quite straightforward, however, each element of the process requires careful thought and careful planning.
For instance, when it comes to the storage of goods for retail, it's not enough for businesses to randomly put their goods on shelves. Retail logistics is an extremely fast-paced procedure and warehouses are generally very busy, which is why warehouses need to be set up in a manner that helps to facilitate logical inventory flow. In the same way the stock-keeping units (SKUs) need to be strategically placed in order to improve efficiency and efficiency, by having common items easily accessible to warehouse employees.
Each of these components must be evaluated regularly to determine their effectiveness. This is the reason why a lot of retailers opt to invest in the warehouse management program (WMS) or work with an outside logistics (3PL) service that has WMS capabilities to get real-time insight into inventory management and streamline various warehouse workflows.
As you will see, there's a lot of complexity involved in warehouses -- and that's only one aspect of logistics for retail. Additionally, it's the fact that most businesses usually operate in several channels, not only in the way they market their goods and services, but also the way they manage logistics.
For instance, a retailer could manufacture certain items and, consequently, purchase the raw materials needed to make them from a single supplier, and then finish products from a different. The company may also use an array of different retail fulfillment methods, opting to process certain orders within the retail outlet of their choice and other orders through an drop-shipper or 3PL partner. Certain items must be shipped to brick and mortar retail stores for the final sales, whereas others are shipped directly to the buyerThe list is endless.
![Retail Logistics Market | Market Report 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702VU0erW1rGV/ab3+z2Ufzi7LpvSMXBaH+nW7LIIsyG1tYTJnaxrP5utv0WsRsSrDfGbQwbrmzv7w473t/4PdZ77Ws/wqsqIyJWynI9VJJJILH/0/VVmfWPp9nUOlW1VDddWRbU3xczXZ/1xm9i00kgaSDRBHR8q3SNNPy/NAyA9n6aswRo8diOxIXoPV/qz0/Oechlb68h5976XNbOn07WWB1b/wDN9VVMX6kYUNdl222Aj3Uy1o1+kx76hvd/YexIGQle7bnmwZMZhIbj5SOLVyvqNjOys93UHt2VYoNbXfmuueNpbX/xVW71P+MXdqtT03Aorrrqx62MpAbU0NA2hp3t2/2/erKMpWbaMIRgCIigTa35x+SdN+cfknQXKSSSSU8V9fqbrLsXLr9U1YJ/TMDbQwiz2tLXV0W03f8ACM9b/Rqf1Mt6m7I9Gt7h0yprnOa5kt3ujbVXYfdVZ+k9Z7P/AAP9Itj6z41mZTh4LCWtycpjbbBENa1tlh+l+d7P0X/CLSwcHGwMZmLjN21s+8k/Se8/nPehWrY90DBwmiZXWnyj97+8j6thUZnTcvGupFzLqnNdXAl0D2D3fnbvoLhvqxRWMg5QxBkVYjRYa2N1NthbXjFjPzn72/n+yr+fXogc0tDgQWngg6KviYODgMsZi1Moa9xssDdJJ/PcniVAju0cmLjnGV0I3f8A3Ka42il5oa2y0NPpse4saXR7Wvsay1zG/wAv0rFz11ODlsyesdUqHT6w2lt1u69pe2l32igW120YNv6G638z1asj+au9T0avR6MEGQDMaFDysWjMxrMXJZ6lFzSyxhJEtOjhLYcmhmeVwvrhh5PVqK2X341Ln+jtuax1dsthlr3fz2I91o2V/pff6v6atdesPJ+p3Qrb8W6vHbQcZzXFlUNZYGnc1t7I/S+/+2tbHofUbHWWG19ry48hrR9FjK65dt2s+l/pH+9E10Sa6JkkkkEP/9T1VZQxepslosusa0PDS66sE/S2F0Yv53t/1rWqkkpwm5VhBacwB5lhByKg8FwO32Nxtu/ePYm+2vG17s2Kw4h8X0uDQNvduOXOds/M/wDBP0i3kw4H8OElOX6XVXUtLX2bjA9t1R0gfpd7sVabG7WNbJdtAG53Jju5SSSUt+cfknTfnH5J0lKSSSSUpBuzMOh2y++up0btr3taYOm6HH6PtRkG76X+D4/P54ckpwf+bf1QpcxrHNprp3j7OzJe1kn6U1+r7Nnpv+js/Sep/hEd/Rvqq5lbXFm2sOayMmwGHvNz27m3bnbrXvctU8n+Z4bz/a/1rUR9O3+Y+XPDf51JTlYHQvqviXV5FD2vyWOdY292Q4vMy/3RZtsY1n5jm/zVdf7i26r6Lp9Kxtm3R2xwdHx2oTuG/wAzwOeOB9H+Si1fR/N/scclJSRJJJJSkkkklP8A/9kAOEJJTQQhAAAAAABXAAAAAQEAAAAPAEEAZABvAGIAZQAgAFAAaABvAHQAbwBzAGgAbwBwAAAAFABBAGQAbwBiAGUAIABQAGgAbwB0AG8AcwBoAG8AcAAgADIAMAAyADMAAAABADhCSU0EBgAAAAAABwAFAAAAAQEA/+ESQWh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgOS4wLWMwMDEgNzkuMTRlY2I0MiwgMjAyMi8xMi8wMi0xOToxMjo0NCAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wTU09Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9tbS8iIHhtbG5zOnN0RXZ0PSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VFdmVudCMiIHhtbG5zOnN0UmVmPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VSZWYjIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iIHhtbG5zOnBob3Rvc2hvcD0iaHR0cDovL25zLmFkb2JlLmNvbS9waG90b3Nob3AvMS4wLyIgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIiB4bXBNTTpEb2N1bWVudElEPSJhZG9iZTpkb2NpZDpwaG90b3Nob3A6NjE1YWFhNmUtNjE3MC01ODQwLWFlZGItMjZkZDRlNDk0NzUxIiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOjFhZGQ2ODZkLTBiNzgtNTA0NC05ODFkLWIxYzhiMWY5ZTEzNCIgeG1wTU06T3JpZ2luYWxEb2N1bWVudElEPSI3NjkxQ0Y2N0M0MEZENDFERDc0OUUwRDE1QUY2NjlEOCIgZGM6Zm9ybWF0PSJpbWFnZS9qcGVnIiBwaG90b3Nob3A6Q29sb3JNb2RlPSIzIiB4bXA6Q3JlYXRlRGF0ZT0iMjAyMy0xMi0wNFQyMDozODowNyswNTozMCIgeG1wOk1vZGlmeURhdGU9IjIwMjMtMTItMDRUMjE6NDY6MTErMDU6MzAiIHhtcDpNZXRhZGF0YURhdGU9IjIwMjMtMTItMDRUMjE6NDY6MTErMDU6MzAiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIDI0LjIgKFdpbmRvd3MpIj4gPHhtcE1NOkhpc3Rvcnk+IDxyZGY6U2VxPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0ic2F2ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6OGUyY2ZmMWYtZWRhYS03MzQ4LWI1OWQtMzljNjk5ZjcyMTAyIiBzdEV2dDp3aGVuPSIyMDIzLTEyLTA0VDIxOjMyOjQwKzA1OjMwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgMjQuMiAoV2luZG93cykiIHN0RXZ0OmNoYW5nZWQ9Ii8iLz4gPHJkZjpsaSBzdEV2dDphY3Rpb249ImNvbnZlcnRlZCIgc3RFdnQ6cGFyYW1ldGVycz0iZnJvbSBpbWFnZS9qcGVnIHRvIGFwcGxpY2F0aW9uL3ZuZC5hZG9iZS5waG90b3Nob3AiLz4gPHJkZjpsaSBzdEV2dDphY3Rpb249ImRlcml2ZWQiIHN0RXZ0OnBhcmFtZXRlcnM9ImNvbnZlcnRlZCBmcm9tIGltYWdlL2pwZWcgdG8gYXBwbGljYXRpb24vdm5kLmFkb2JlLnBob3Rvc2hvcCIvPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0ic2F2ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6NmU4OWI0M2QtNTNmMS1lYTRjLTg0YWEtMjZjNTdlM2Q3Y2U5IiBzdEV2dDp3aGVuPSIyMDIzLTEyLTA0VDIxOjMyOjQwKzA1OjMwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgMjQuMiAoV2luZG93cykiIHN0RXZ0OmNoYW5nZWQ9Ii8iLz4gPHJkZjpsaSBzdEV2dDphY3Rpb249InNhdmVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjk5ZjU5NWQ4LTNiYmItMDE0Yi04ZDQ0LTZiN2VkNGUwMDNkNyIgc3RFdnQ6d2hlbj0iMjAyMy0xMi0wNFQyMTo0NjoxMSswNTozMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIDI0LjIgKFdpbmRvd3MpIiBzdEV2dDpjaGFuZ2VkPSIvIi8+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJjb252ZXJ0ZWQiIHN0RXZ0OnBhcmFtZXRlcnM9ImZyb20gYXBwbGljYXRpb24vdm5kLmFkb2JlLnBob3Rvc2hvcCB0byBpbWFnZS9qcGVnIi8+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJkZXJpdmVkIiBzdEV2dDpwYXJhbWV0ZXJzPSJjb252ZXJ0ZWQgZnJvbSBhcHBsaWNhdGlvbi92bmQuYWRvYmUucGhvdG9zaG9wIHRvIGltYWdlL2pwZWciLz4gPHJkZjpsaSBzdEV2dDphY3Rpb249InNhdmVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjFhZGQ2ODZkLTBiNzgtNTA0NC05ODFkLWIxYzhiMWY5ZTEzNCIgc3RFdnQ6d2hlbj0iMjAyMy0xMi0wNFQyMTo0NjoxMSswNTozMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIDI0LjIgKFdpbmRvd3MpIiBzdEV2dDpjaGFuZ2VkPSIvIi8+IDwvcmRmOlNlcT4gPC94bXBNTTpIaXN0b3J5PiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDo5OWY1OTVkOC0zYmJiLTAxNGItOGQ0NC02YjdlZDRlMDAzZDciIHN0UmVmOmRvY3VtZW50SUQ9ImFkb2JlOmRvY2lkOnBob3Rvc2hvcDphYjg3YzVhNy1jMmM0LWMyNDktYTZiZC03MTQxMmY5M2Q0OTIiIHN0UmVmOm9yaWdpbmFsRG9jdW1lbnRJRD0iNzY5MUNGNjdDNDBGRDQxREQ3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)
Types Of Retail Logistics:
Logistics is divided into six distinct categories, and they are described in the following paragraphs:
Inbound Logistics:
Inbound logistics is the process of implementing companies' internal exercises and processes for completing the production of a specific product. It encompasses all essential tasks within an organization that is truly upstream.
Outbound Logistics:
This type of logistics deal with all the steps needed to deliver the finished product to the final consumer. It also includes downstream operations which comprise the final component of the supply chain for retail.
Third-Party Logistics:
Third party logistics encompasses all the processes within a supply chain which organize, implement and monitor the flow of retail goods to satisfy customer requirements. This means that an outside party manages the logistics functions.
Fourth Party Logistics:
This kind of logistics is essentially an improvement over third-party logistics. It involves coordinating infrastructure, resources, and new technologies as well as managing 3PLs to ensure reliable supply chain management solutions to diverse retail companies.
Distribution Logistics:
The retail logistics is comprised of all processes involved in transporting products and information from the production end to the consumer. It can be described as an intermediary between the production and the market.
Reverse Logistics:
Reverse Logistics is the process where an item that is damaged is sent to the producer in order to have it repaired or overhauled.
Demand Outlook
The expansion will likely be driven by the development of new last-mile delivery techniques, like implementation of Internet of Things (IoT) as well as the application of data analytics and urban warehousing among others, within the chain of supply. A supply chain that is connected to IoT connects many technical devices using sensors that allow the collection of real-time data important aspects like temperature and filing rate.
Supply chain solutions that are based on IoT give merchants incredible inventory control and accuracy. IoT sensors embedded into storage facilities and warehouses continuously monitor inventory levels, and start replenishment orders when certain requirements are met. This strategy based on data helps reduce overstocks and stockouts, while maximizing levels of inventory, and also lowering the cost of carrying.
Customers also gain from technological advancements like intelligent distribution robots as well as automated sorting systems that bring in a new age of intelligent logistics. The major companies can understand the real needs of customers more quickly and with greater accuracy due to the vast majority of the links in the latest retail format, which have been digitalized and can be accessed in real-time. This is aided by the use of cutting-edge technology like machines learning (ML) and big data as well as artificial intelligence (AI).
Furthermore, AI and ML algorithms can help improve logistics planning in many ways, such as the planning of routes as well as fleet management and delivery schedules. AI-powered systems can design optimal routes for delivery, taking into account factors like the traffic conditions, delivery times windows, and the capacity of vehicles which reduces transportation costs while improving operational efficiency.
Advanced AI algorithms can optimize resource allocation including labor, warehouses, as well as transportation, in order to reduce costs and provide the best service to consumers at a reasonable cost.
To modernize existing retail models, retailers as well as traditional distribution channels should concentrate on B2C e-commerce and self-service vending machines. B2B wholesale distribution and O2O.
Furthermore, factors like increasing globalization, a rise in international retailing, as well as an increase in economic growth due to the growing tax revenue from goods that are imported and exported are likely to aid the growth of the industry in the future.
The rapid growth of e-commerce retail has created a variety of opportunities for aspiring and well-known companies in the market. However, the retail industry has been confronting a variety of operational and financial problems in recent years.
Return shipping is becoming a increasingly common component of logistics processes, causing operational challenges and the possibility to reduce logistical expenses. Additionally, a poor infrastructure could slow the growth of markets because it makes market players reluctant to invest and grow.
Key Takeaway:
- The increasing accessibility of connected technology creates the conditions for the expansion of the retail logistics market
- Asia Pacific's retail logistics sector is expected to show phenomenal growth
- Alongside China as well as India, Singapore has been developing into a very lucrative area for investors
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Market Dynamics [Drivers, Trends, Challenges, Opportunities]
- Rapid development in the logistics infrastructure is anticipated to boost the market's expansion.
- Increased use of logistics within the retail sector which leads to shorter delivery times, less cost and increased concentration on service delivery are just a few of the key factors driving the market's growth.
- The growing global trade activity, mainly in emerging nations as well as the development of logistics infrastructure are among the major factors that are expected to increase the growth of the retail logistics market in the near the future.
- The fierce competition between international retailers primarily focusing on setting up new factories and stores in emerging nations and a new delivery method for last mile within the online retail sector are a few of the main factors driving expansion of the market for logistics in retail.
- Retail or manufacturing businesses largely depend on the reliability and the competence of logistics service providers. They could result in a an absence of direct oversight and standardized governance standards for logistics services. This can be predicted to hinder market's growth.
- The increase in investments in logistics infrastructure in developing countries and the growing usage of AI in logistics services as well as the use in multimodal transportation is most prominent factors expected to generate profitable potential for growth in the logistics retail market.
Market Segment Analysis
Solution Insights
Based on the solution that supply chain provides, the sector racked up the biggest market share that was 35% 2022 and is expected to maintain its dominant position in the next forecast period. A significant increase in the market share is mostly due to its advantages such as timely delivery, a better multichannel operations, personalizing ordering and kitting process and efficiently managing return of customers.
Supply chain also facilitates direct-to store and direct-to customer shipping, which dramatically reduces the duration of delivery and increases the efficiency of warehouses as in maximizing the inventory. Supply chain is also growing at a rapid rate of around 13% because of the use of cloud-based and data analytics solutions in management of the supply chain.
In contrast, the reverse logistics and liquidation has a significant growth rate over the forecast timeframe due to the phenomenal growth of eCommerce platforms as well as the growing numbers of online shoppers all over the world. Consumers today prefer an easy exchange and return process for the purchase of any item. This is why retailers should facilitate the return of online purchases easy and simple for their customers.
Mode of Transportation Insights
Roadways segment was responsible for the majority of the revenue of 52% in 2022. The forecast predicts similar growth over the next few years. The rapid growth of this segment is mostly due to growing demand for road transport to long distances especially within the domestic regions.
Furthermore, a quick and quick method for the delivery and return of goods is another important factor driving the expansion of the segment. Alongside, various government initiatives to improve the health of international and national highways. Additionally the government is also focused on monitoring the condition of highways making use of cognitive analytics and the Internet of Things (IoT). All of these factors contribute to the expansion of the segment.
Additionally, the segment of roads is also expected to grow the fastest in the coming years due to the increasing connectivity of roads, particularly in developing countries. This drives the demand for road transport versus other modes of transport.
Furthermore, tier 1 as well as two cities are connected by road networks which further increases the demand for road transport for retailers as it is an efficient method of delivery and pick up products.
Competitive Landscape of the Retail Logistics Market
- P. Moller - Maersk
- APL Logistics Ltd
- DSV
- H. Robinson Worldwide, Inc.
- DHL International GmbH
- Kuehne + Nagel International
- FedEx
- Nippon Express
- United Parcel Service
- Schneider
- XPO Logistics, Inc.
Recent Developments in Retail Logistics Market
Oct 30, 2023: Bankrupt Mitchell Gold and Ryder reach deal on undelivered products
June 2022- KWE Opens U.S. Sales Office in Salt Lake County, Utah.
June 2022- A.P. Moller – Maersk to acquire ResQ to strengthen Maersk Training’s offerings within safety training and emergency preparedness.
May 2022- Maersk launches a revamped Middle Corridor rail service.
May 2022- InterGlobe Enterprises and UPS Launch MOVIN - A New Logistics Brand Built for India.
In April 2021, DHL International, a leading international cargo carrier announced to expand its route in Asia Pacific to the US and Europe in order to meet the rising demand for freight services. Further, in February 2016, DHL International announced the expansion of partnership agreement with JD.com, Inc., a leading direct sales company based in China for the co-operation in cross-border supply chain initiatives.
In December 2020, FedEx signed an agreement to acquire ShopRunner, an e-commerce platform, which enables FedEx to use ShopRunner’s e-commerce capabilities leading to its improved e-commerce portfolio and increase customer base.
In April 2020, FedEx partnered with BigCommerce Pty. Ltd., aiming to help small and medium businesses run on e-commerce and deliver and also offers customers affordable and easy access to FedEx shipping services.
Regional Insights
Geographically in terms of geography, it is the Asia Pacific is the front-runner in the global retail logistics market, with an estimated revenue share of 26% in 2022. The market is predicted to keep its position in the coming years. This is due in large part to the rapid development of the logistics infrastructure, particularly in the developing nations like China, India, South Korea, Australia, Singapore, ASEAN nations, and numerous others.
In the case of Singapore, for instance the framework agreement was reached with the Cambodian Ministry of Public Works and Transport (MPWT) and Singapore based YCH Group Pte Ltd in the hope of developing Phnom Penh Logistics Complex Project.
Furthermore, the fact that a lot of companies are planning to relocate their manufacturing facilities to areas in Asia Pacific region is the primary reason behind the growth of the market for retail logistics. For instance in the month of July 2021, Taiwan Semiconductor Manufacturing Company announced it would open their first chip production facility in Japan and begin operations before the end of 2023.
Also, in November of 2018, Alltech, leading supplier of animal food products, expanded their manufacturing facilities in India. Similar to this, other businesses from different markets are extending their manufacturing facilities in the region due to the low cost of labor and other favorable conditions to lower the cost of manufacturing overall. The manufacturing activities of the manufacturing companies significantly increase the development of logistics for retail within the region.
But, North America and Europe are also major revenue earners in the world retail logistics market due to the rapid growth of the food and beverages business for delivery online. In the year 2019, it was reported that the UK marketplace for food deliveries was responsible for US$10 billion which was an increase of 39% in the last three years. Similar to that, the US internet-based food delivery was valued by US$26.5 billion in the year 2020. These figures show the major contribution to the development of logistics in retail across both the North America and Europe markets.
Segments Covered in the Retail Logistics Market
Retail Logistics Market By Type
- E-Commerce Retail Logistics
- Conventional Retail Logistics
Retail Logistics Market By Solution Type
- Supply Chain Solutions
- Commerce Enablement
- Transportation Management
- Reverse logistics & liquidation
- Others
Retail Logistics Market By Mode of Transport Type
- Airways
- Railways
- Waterways
- Roadways
Retail Logistics Market By Region
- North America
- Europe
- Asia Pacific
Frequently Asked Questions:
How much will be the projected market size of retail logistics market report until 2032?
Global Retail Logistics Market is expected to grow rapidly at a 5.26% CAGR consequently, it will grow from its existing size of from $270.12 Billion in 2023 to $701.25 Billion by 2030.
What is the Asia Pacific retail logistics market worth?
In terms of geography, the Asia Pacific is the front-runner in the global retail logistics market holding a revenue share of approximately 28% in the year 2023 and anticipated to maintain its dominance in the forthcoming years.
In 2023, which product type segment leads largest revenue share in retail logistics market?
By type, the conventional retail logistics segment leads the global market with a revenue share of around 59% in the year 2022 and anticipated to maintain the same trend over the analysis period.
In 2023, how much was the revenue share of roadways segment in the retail logistics market?
Roadways segment accounted for the major share of revenue of approximately 52% in the year 2022 and predicted to forecast the same trend over the upcoming years.
Who are the key players in the retail logistics market?
Some of the key players in the global retail logistics market are A.P. Moller – Maersk, APL Logistics Ltd., DSV, C.H. Robinson Worldwide Inc., DHL International GmbH, Kuehne + Nagel International, FedEx, Nippon Express, United Parcel Service, Schneider, and XPO Logistics Inc.among others.
How much revenue share was captured by supply chain solution segment in 2023?
Based on solution, supply chain captured the largest market revenue share of 37% in the year 2023 and anticipated to continue its dominance during the future outlook period.
- Introduction
1.1. Research Objective
1.2. Scope of the Study
1.3. Definition
- Research Methodology
2.1. Research Approach
2.2. Data Sources
2.3. Assumptions & Limitations
- Executive Summary
3.1. Market Snapshot
- Market Variables and Scope
4.1. Introduction
4.2. Market Classification and Scope
4.3. Industry Value Chain Analysis
4.3.1. Raw Material Procurement Analysis
4.3.2. Sales and Distribution Channel Analysis
4.3.3. Downstream Buyer Analysis
- Market Dynamics Analysis and Trends
5.1. Market Dynamics
5.1.1. Market Drivers
5.1.2. Market Restraints
5.1.3. Market Opportunities
5.2. Porter’s Five Forces Analysis
5.2.1. Bargaining power of suppliers
5.2.2. Bargaining power of buyers
5.2.3. Threat of substitute
5.2.4. Threat of new entrants
5.2.5. Degree of competition
- Competitive Landscape
6.1.1. Company Market Share/Positioning Analysis
6.1.2. Key Strategies Adopted by Players
6.1.3. Vendor Landscape
6.1.3.1. List of Suppliers
6.1.3.2. List of Buyers
- Global Retail Logistics Market, By Product
7.1. Retail Logistics Market, by Product Type, 2023-2030
7.1.1. E-Commerce Retail Logistics
7.1.1.1. Market Revenue and Forecast (2018-2030)
7.1.2. Conventional Retail Logistics
7.1.2.1. Market Revenue and Forecast (2018-2030)
- Global Retail Logistics Market, By Solution
8.1. Retail Logistics Market, by Solution, 2023-2030
8.1.1. Supply Chain Solutions
8.1.1.1. Market Revenue and Forecast (2018-2030)
8.1.2. Commerce Enablement
8.1.2.1. Market Revenue and Forecast (2018-2030)
8.1.3. Transportation Management
8.1.3.1. Market Revenue and Forecast (2018-2030)
8.1.4. Reverse logistics & liquidation
8.1.4.1. Market Revenue and Forecast (2018-2030)
8.1.5. Others
8.1.5.1. Market Revenue and Forecast (2018-2030)
- Global Retail Logistics Market, By Mode of Transport
9.1. Retail Logistics Market, by Mode of Transport, 2023-2030
9.1.1. Airways
9.1.1.1. Market Revenue and Forecast (2018-2030)
9.1.2. Railways
9.1.2.1. Market Revenue and Forecast (2018-2030)
9.1.3. Waterways
9.1.3.1. Market Revenue and Forecast (2018-2030)
9.1.4. Roadways
9.1.4.1. Market Revenue and Forecast (2018-2030)
- Global Retail Logistics Market, Regional Estimates and Trend Forecast
10.1. North America
10.1.1. Market Revenue and Forecast, by Product (2018-2030)
10.1.2. Market Revenue and Forecast, by Solution (2018-2030)
10.1.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.1.4. U.S.
10.1.4.1. Market Revenue and Forecast, by Product (2018-2030)
10.1.4.2. Market Revenue and Forecast, by Solution (2018-2030)
10.1.4.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.1.5. Rest of North America
10.1.5.1. Market Revenue and Forecast, by Product (2018-2030)
10.1.5.2. Market Revenue and Forecast, by Solution (2018-2030)
10.1.5.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.2. Europe
10.2.1. Market Revenue and Forecast, by Product (2018-2030)
10.2.2. Market Revenue and Forecast, by Solution (2018-2030)
10.2.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.2.4. UK
10.2.4.1. Market Revenue and Forecast, by Product (2018-2030)
10.2.4.2. Market Revenue and Forecast, by Solution (2018-2030)
10.2.4.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.2.5. Germany
10.2.5.1. Market Revenue and Forecast, by Product (2018-2030)
10.2.5.2. Market Revenue and Forecast, by Solution (2018-2030)
10.2.5.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.2.6. France
10.2.6.1. Market Revenue and Forecast, by Product (2018-2030)
10.2.6.2. Market Revenue and Forecast, by Solution (2018-2030)
10.2.6.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.2.7. Rest of Europe
10.2.7.1. Market Revenue and Forecast, by Product (2018-2030)
10.2.7.2. Market Revenue and Forecast, by Solution (2018-2030)
10.2.7.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.3. APAC
10.3.1. Market Revenue and Forecast, by Product (2018-2030)
10.3.2. Market Revenue and Forecast, by Solution (2018-2030)
10.3.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.3.4. India
10.3.4.1. Market Revenue and Forecast, by Product (2018-2030)
10.3.4.2. Market Revenue and Forecast, by Solution (2018-2030)
10.3.4.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.3.5. China
10.3.5.1. Market Revenue and Forecast, by Product (2018-2030)
10.3.5.2. Market Revenue and Forecast, by Solution (2018-2030)
10.3.5.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.3.6. Japan
10.3.6.1. Market Revenue and Forecast, by Product (2018-2030)
10.3.6.2. Market Revenue and Forecast, by Solution (2018-2030)
10.3.6.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.3.7. Rest of APAC
10.3.7.1. Market Revenue and Forecast, by Product (2018-2030)
10.3.7.2. Market Revenue and Forecast, by Solution (2018-2030)
10.3.7.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.4. MEA
10.4.1. Market Revenue and Forecast, by Product (2018-2030)
10.4.2. Market Revenue and Forecast, by Solution (2018-2030)
10.4.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.4.4. GCC
10.4.4.1. Market Revenue and Forecast, by Product (2018-2030)
10.4.4.2. Market Revenue and Forecast, by Solution (2018-2030)
10.4.4.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.4.5. North Africa
10.4.5.1. Market Revenue and Forecast, by Product (2018-2030)
10.4.5.2. Market Revenue and Forecast, by Solution (2018-2030)
10.4.5.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.4.6. South Africa
10.4.6.1. Market Revenue and Forecast, by Product (2018-2030)
10.4.6.2. Market Revenue and Forecast, by Solution (2018-2030)
10.4.6.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.4.7. Rest of MEA
10.4.7.1. Market Revenue and Forecast, by Product (2018-2030)
10.4.7.2. Market Revenue and Forecast, by Solution (2018-2030)
10.4.7.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.5. Latin America
10.5.1. Market Revenue and Forecast, by Product (2018-2030)
10.5.2. Market Revenue and Forecast, by Solution (2018-2030)
10.5.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.5.4. Brazil
10.5.4.1. Market Revenue and Forecast, by Product (2018-2030)
10.5.4.2. Market Revenue and Forecast, by Solution (2018-2030)
10.5.4.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
10.5.5. Rest of LATAM
10.5.5.1. Market Revenue and Forecast, by Product (2018-2030)
10.5.5.2. Market Revenue and Forecast, by Solution (2018-2030)
10.5.5.3. Market Revenue and Forecast, by Mode of Transport (2018-2030)
- Company Profiles
11.1. A.P. Moller - Maersk
11.1.1. Company Overview
11.1.2. Product Offerings
11.1.3. Financial Performance
11.1.4. Recent Initiatives
11.2. APL Logistics Ltd
11.2.1. Company Overview
11.2.2. Product Offerings
11.2.3. Financial Performance
11.2.4. Recent Initiatives
11.3. DSV
11.3.1. Company Overview
11.3.2. Product Offerings
11.3.3. Financial Performance
11.3.4. Recent Initiatives
11.4. C.H. Robinson Worldwide, Inc.
11.4.1. Company Overview
11.4.2. Product Offerings
11.4.3. Financial Performance
11.4.4. Recent Initiatives
11.5. DHL International GmbH
11.5.1. Company Overview
11.5.2. Product Offerings
11.5.3. Financial Performance
11.5.4. Recent Initiatives
11.6. Kuehne + Nagel International
11.6.1. Company Overview
11.6.2. Product Offerings
11.6.3. Financial Performance
11.6.4. Recent Initiatives
11.7. FedEx
11.7.1. Company Overview
11.7.2. Product Offerings
11.7.3. Financial Performance
11.7.4. Recent Initiatives
11.8. Nippon Express
11.8.1. Company Overview
11.8.2. Product Offerings
11.8.3. Financial Performance
11.8.4. Recent Initiatives
11.9. United Parcel Service
11.9.1. Company Overview
11.9.2. Product Offerings
11.9.3. Financial Performance
11.9.4. Recent Initiatives
11.10. Schneider
11.10.1. Company Overview
11.10.2. Product Offerings
11.10.3. Financial Performance
11.10.4. Recent Initiatives
11.11. XPO Logistics, Inc.
11.11.1. Company Overview
11.11.2. Product Offerings
11.11.3. Financial Performance
11.11.4. Recent Initiatives
- Research Methodology
12.1. Primary Research
12.2. Secondary Research
12.3. Assumptions
- Appendix
13.1. About Us
13.2. Glossary of Terms