CC BY-NC-ND
169
Working Capital Optimization in Supply Chains1
Nikolay Zenkevich
PhD, Associate professor, Operations Management Department, Graduate School of Management, St. Petersburg State University 3 Volkhovsky Ln, St. Petersburg, Russia
E-mail: zenkevich@gsom.pu.ru Anastasiia Ivakina
Doctoral student, Graduate School of Management, St. Petersburg State University 3 Volkhovsky Ln, St. Petersburg, Russia
E-mail: anastasiyaivakina@gmail.com Abstract
This article is devoted to working capital management and its optimization on an inter-organizational level when supply chain members operate collaboratively. We aim to develop and validate a model of collaborative approach to working capital management in supply chains for cases of constrained liquidity and imposed return requirements using supply chain finance (factoring, reverse factoring and inventory financing). As such, we suggest a tool of working capital optimization using financial terms and cash flows verified on Russian supply chain data. Mathematical modeling is suggested as a method to modify an existing working capital management model on the grounds of collaborative financial cost minimization under industry specific liquidity constraints. These liquidity constraints are constructed in such a way as to eliminate possible violations from companies, because their violation will lead to the inverse relation between liquidity and rate of return. The results of the optimization provide recommended values for cash conversion cycle elements -days of inventories, days of accounts payable, days of accounts receivable - that guarantee the coordinating effect of collaborative working capital management. Calculation, further optimization and monitoring of cash conversion cycle values sustain effective working capital management on an inter-organizational level while meeting the liquidity and return levels for each company in a chain. The suggested model can be implemented for a day-to-day decision making process by companies oriented to stay competitive in the long run. Besides, the results obtained show the potential for further coordination among the key members of the supply chain in terms of aligning financial, product, and information flows. Despite the fact that the model provides a static solution to the problem of collaborative working capital management, it has potential for the further development of a dynamic algorithm. Future research should seek to investigate the possible imputation options for gained costs reduction values on the grounds of cooperative games with a coalition structure.
Keywords: supply chain management, supply chain finance; working capital; working capital management; cash conversion cycle, collaborative cash conversion cycle
JEL: C02, C61, G31, G32, M41
1 The research is financially supported by the Russian Foundation for Basic Research under grant №16-01-0085/A and №17-07-00371/A.
Introduction
In the field of supply chain management (SCM), collaboration between business partners (basic raw materials and components suppliers, manufacturers, distributors, transporters, retailers, banks and financial institutions, etc.) linked through the flows of goods, information and finance is a core concept. Research on supply chains (SCs) has mainly focused on inventory cost, transportation cost and cost related to goods procurement. However, there has been very little research work focusing on the flow of money [1]. It has been stated that, in terms of a swiftly changing business environment, [2] "for an effective supply chain system, the management of upstream flow of money is as important as the management of downstream flow of goods." From this perspective, working capital management (WCM) as an essential element of financial supply chain management (FSCM) has gained a lot of attention [3-8] due to the fact that it is a way to accelerate the cycle time of working capital (WC) and increase the profitability of the company in response to financial volatility in the business environment (e.g. the enacted Basel II), restraining external financing from banks. Consequently, the demand for capital from within the SC, e.g. from companies directly involved in supply chain finance (SCF) schemes or acting as financial service providers (FSPs) has increased [9-16]. For this reason, the importance of effective WCM has raised dramatically, especially for SCs from emerging markets, which faced difficulties with access to capital, limited financial infrastructure and legal, regulatory and accounting uncertainties in the first place.
Apart from that, the focus of the study on emerging markets is also prompted by the fact that SCs stretch across the globe with a diverse range of suppliers in emerging markets, and the failure of a supplier can impact most severely the whole production process, threatening the viability and continuity of an entire SC. So, WCM is increasingly transcending boundaries of mature markets and has the potential for economic stabilization, however most emerging market companies have not yet fully realized its benefits.
Likewise, the coordinating mechanisms of WCM and SCF in SCs have received little attention because the role of financial coordinators (FSPs, banks, FinTech companies and other financial intermediaries) as core participants in facilitating and enabling SCF has only recently been identified in academic literature [12-14; 17]. Additionally, the research is motivated by the call for a more holistic approach to SCM on the grounds of merging financial and operational SC measures, since the existing literature either considers them separately or does not give insights on financial flows [18; 19].
We address these gaps and aim to develop a WCM model providing optimal levels of working capital to every business partner through collaborative actions of capital reallocation along the SC. As such, the main aim of the
research is to suggest a tool for working capital optimization under the constraints of a profitability-liquidity tradeoff verified on Russian collaborative SC data. The paper begins with a review of SC collaboration and WCM literature leading to the research question:
RQ: How to improve the working capital position of each SC business partner by improving the integral performance of the SC at the same time?
The selected methodology aiming at responding to the research question represents the upgrading of the approach proposed by [10]. In response to the RQ, a model is developed; this is followed by numerical analysis and discussion of the findings. The paper closes with a conclusion, identifying further research directions.
Literature review
Supply chain collaboration
From a strategic management point of view, one of the most challenging collaboration perspectives is to extend the concept from collaboration within an organization to the level between organizations, since they do not exist in isolation [20-22]. Any organization, whether a large corporation, public body, or a small business, aims to meet the needs of its various customers and stakeholders, will need resources to do this, and will acquire many of its materials, equipment, facilities and supplies from other organizations. The performance of an organization is thus influenced by the actions of the organizations that make up the supply chain [23-26]. Therefore, focus has moved from competition between firms at the same level in the production process to competition between supply chains, from raw materials to end customers [27; 28]. A company's ability to create trust-based and long-term business relationships with customers, suppliers, and other strategic partners becomes a crucial competitive parameter. Though it is accepted that external relationships in SCM are strategically important, still many questions concerning operations integration with suppliers and customers in SC remain unanswered [23; 29-32].
SC collaboration is especially important to manage external relationships with suppliers and customers [33]. The empirical results indicate that SC collaboration considerably improves the collaborative advantage [34], which in turn, has a significant positive effect on firms' financial performance (in particular, the mediator role of collaborative advantage is stronger for small firms than medium and large firms [35]. Furthermore, a lack of collaboration may result in poor performance of the whole SC [36], with such consequences as: inaccurate forecasts, low capacity utilization, excessive inventory, inadequate customer service, inventory turns, inventory costs, time to market, order fulfillment response, quality, customer focus and customer satisfaction [37-39], not to mention the perspective representing the "dark side" of inter-firm collaboration, which characterizes many buyer-supplier relationships [40-42].
It has been well documented by operations management scholars and practitioners, that communication between business partners is the essence of organizational life [40; 43]. However, in empirical studies, researchers have typically considered inter-organizational communication as a part of a broader construct, or have examined the extent to which the use of selected communication strategies by buyer firms enhances supplier firm operational performance. Furthermore, the majority of research focuses on the economic value for buyers or for suppliers; few studies investigate how the strategic orientations of buyers and suppliers affect the relative relationship performance for the individual dyad members [44; 45]. That being said, traditional perspectives that suppliers and buyers act as independent economic agents are being replaced with the understanding that these exchange partners are co-producers of value, and thus their performances are interlinked [17; 46-50]. Cachon and Lariviere (2005) published a paper [51] analyzing the role of revenue sharing contracts in coordinating a supply chain. The idea is straightforward: organizations are self-serving entities maximizing individual profits, but sometimes this might result in a sub-optimal overall performance. However, a focal company can contractually coordinate the actions of other players in the supply chain in order to achieve optimal profit.
With this in mind, in the next paragraph we will mainly leave out of consideration a large body of working capital
and cash management literature which provides solutions
aimed at improving working capital position for a single company, and which thus neglects the inter-organizational perspective of the issue [e.g. 3; 4; 52-55]. Instead, we will focus on the recent papers outlining approaches to working capital management in the context of collaboration between business partners in a supply chain.
Working capital management
Finance literature captures financial flows as working capital (WC). There are two main perspectives regarding working capital. The first one defines it as the ability of the company to cover its short-term debt with current assets. In [56] the author defines the concept of this working capital perspective and describes it with the equation (1):
Working capital = Current assets - Current liabilities. (1)
According to [56], current assets consist of cash, total inventory, accounts receivable, securities and cash equivalents. On the other side, current liabilities refer to accounts payable, accruals, notes payable and short-term debt. A positive result of working capital means that the amount of cash the company will receive in the next 12 months is bigger than what the company needs to cover its liabilities. A negative result of working capital means that the company will not be able to cover its short-term debt (1). Another perspective on working capital which is widely utilised in most of the studies dedicated to operating working capital involves considering the total level of inventory, accounts receivable (A/R) and accounts payable (A/P). According to [57], the equation is following:
Working capital = Inventories + AR - AP. (2)
The study [58] included accrued expenses (A/E) in (2) as a separate component into the working capital cycle (usually is a part of A/P). The authors [57, 58] state that the working capital cycle describes the main parts of the company's performance associated with financial flows.
The operational approach to evaluate working capital is a time-based measure of a cash conversion cycle (CCC), introduced by the authors at [59] for measuring and controlling the effectiveness of working capital management on the basis of relative ratios. Other authors [3; 60; 61] have agreed that CCC is an adequate proxy for working capital management. The CCC (3) presents the length (in days) of time in which a firm has funds tied up in working capital, starting from the payment of purchases to the supplier and ending when remittance of sales is received from the customers. In other words, the CCC is a collection of three sub-cycles: the cycle time of inventories (DIO) plus the cycle time of accounts receivable (DRO) minus the cycle time of accounts payable (DPO).
CCC = DIO + DRO - DPO. (3)
CCC as working capital can be either negative or positive. Negative CCC means that the company has a low amount of inventory and the company receives money from its customers before it has to pay its A/R. In other words, in a negative CCC scenario, a company receives its A/R before it should pay A/P. A large number of researchers believe that the lower the CCC is, the better a company can manage its cycles efficiently, although a CCC which is too low can cause problems with each individual component of the CCC [62-64].
Considering the problem of identifying the CCC optimal value, there arises the issue of achieving target rates of return and, at the same time, maintaining the necessary level of liquidity [65-67]. In recent years the number of studies devoted to this issue has boomed, though the results are controversial and incomparable due to a number of reasons with research method selection among them (case studies [46; 68]; regression analysis of annual financial statements [4; 8; 18; 63]; optimization modeling [10; 69-71].
As far as it goes, there is mixed evidence concerning the inverse relation between CCC and its components and profitability [3; 4; 60; 68; 72] as well as direct relations between CCC and its components and liquidity [73]. However, the general conviction on this issue is the following: an increase of CCC will reduce risk and profitability on the one hand, and will improve liquidity on the other. Clearly, each company pursuing its target levels of liquidity and profitability implements a set of working capital policies [18] usually referred to as conservative, moderate or aggressive. The aggressive working capital policy implies estimation of current assets at the lowest possible level resulting in lower working capital requirements and higher risks. Conservative policy, on the other hand, is aimed at avoiding the maximum possible risks and guarantees the
smooth operation of the company, though the higher level of current assets leads to lower profitability. Moderate policy is assumed to be a tradeoff between the aggressive and conservative policies providing relatively balanced levels of profitability and liquidity.
In line with this classification, the contribution [66] suggests the theoretical typology of various financial working capital management strategies, focusing on maximization or minimization of CCC components aiming to improve the financial working capital. Authors claim these strategies are to be pursued during the economic downturn, which make them possible to apply for companies from emerging markets. This is appropriate due to the fact that these companies faced difficulties with access to capital, limited financial infrastructure and legal, regulatory and accounting uncertainties well before spreading volatility in the business environment as well as the enacted Basel II restrained access to financing from banks and increased demand for capital from within the SC [10; 12; 14; 54; 66]. For these reasons, the practitioners' interest in effective WCM on inter-organizational level has increased dramatically, which resulted in a wave of publications [6; 7; 14; 15; 19; 57; 58; 74-77].
The primary motivation behind much of this research (besides the previously-mentioned post-crisis challenges) is the idea that finance research on WCM has been focusing on company profitability instead of supply chain contribution, and consequently companies are seeking to optimize their individual performance. However, none of its elements can be truly managed by a company individually, but only in collaboration with business partners. It is important to note that individual financial performance optimization is to be considered in terms of a more holistic approach, taking into account each participant's interests as well as the ability to collaborate, or, in other words, taking into account the supply chain orientation of a company.
With this in mind, an initial assumption for further optimization is, following [51], collaboration of supply chain partners already motivated to maximize total profit of the chain. Alternatively, this motivation can be reformulated in terms of total financial costs minimization, and specifically financial costs associated with WCM.
Collaborative working capital optimization model
Base model
Building on earlier research, this study attempts to address the gaps from the extant body of WCM literature by suggesting an upgrading of the collaborative cash conversion cycle (CCCC) model originally introduced by [10]. Authors denote CCCC as a sum of the cash conversion cycles of all exchange partners. They show, by means of optimization modeling, that a reduction of the cash conversion cycle for a single company in a chain (possibly on the expense of suppliers or customers) does not add value to other SC partners. While resulting in short-term balance-sheet improvements, it eventually triggers a higher risk supplier base and, consequently, an increased total cost of running business in long-term. The study provides clear argumentation as to, why the true optimization approach to the problem of finding optimal cash conversion cycle length lies in the area of collaborative actions of all affiliated members. As such, for the purposes of our study we consider a collaborative wholesaler's three-stage SC with N suppliers and M retailers at the first and third stages respectively (see Fig. 1).
To capture the financial costs associated with each SC stage, we consider the formula (5) introduced by [78]. Consequently, the objective function of our model is collaborative financial costs (CFC), which sums financial costs of all supply chain participants (4):
3 K,
CFC = ZZFCk l=1 k=1
(4)
FC, ( DIO,, DROk, DPO,, INVf, ARk, AP, ) =
= INV
(i+c )
dio,
Зб5 _ 1
+ AR,
(i+С )
DROf Зб5 _ 1
_ AP,
(1+c )
DPOk Зб5 _ 1
(5)
As mentioned before, our approach to solving the problem of working capital optimization is grounded within the supply chain collaboration stream of research. We imply that minimization of total financial costs associated with certain supply stages is of common interest for all SC members, and they are financially motivated toward
collaborative actions. The rationale behind such a collaboration (6) is that the financial costs of each participant operating in collaboration ( FCf ) do not exceed their values while operating independently ( FC0k ):
FCk < FC0k. (6)
Figure 1. Collaborative supply chain
For this SC structure, and following [10], we define collaborative cash conversion cycle (CCCC, 7) as the sum of the CCCs of all participants (8):
3 k,
cccc = ^£JCCCk,
l=1 k=1
CCCk = DIOk + DROk - DPOk.
(7)
(8)
Concerning the liquidity-return trade-off, we suppose companies in a focal supply chain are pursuing a moderate approach to working capital management. Our aim is to ensure that companies' current ratios are higher than the industry average rate of return and at the same time is below the value at which the relation between liquidity and rate of return becomes inverted [63; 65]. Hence, we denote individual cash conversion cycles ( CCClk ) to confine to a recommended industry specific stability interval CCClow , CCCup providing favorable balance between return and liquidity (9):
CCClow < CCCk < CCCup. (9)
Introducing constraints on CCCC components (10 and 11), we aim to incorporate the inward-oriented approach to optimization stemming from two assumptions [10]. First, we assume the nature of relations between the exchange partners in the supply chain (Fig. 1). We are fully aware of an underlying simplification of the focal supply chain structure, as real-life supply chains (or rather multidimensional networks) show a greater degree of complexity. However, we denote internal payment periods among SC players do not have impact on CCCC:
DROk = DPO+, where l = 1,2, k = 1, K,.
(10)
Secondly, we assume that companies pursuing inward-oriented optimization will restrain from exploiting the capacities of contractors outside the specified supply chain perimeter (11). As such, we denote values of days of payables outstanding at the suppliers stage (DPOl) and days of receivables outstanding at the retailers stage (DRO3 ) after optimization should equal their values before optimization (DPO0 and DRO30k consequently):
DPOk = DPO0k, k = (1, N ), k = (1, M ).
DROk = DRO30k
(11)
Although the literature suggests that the shorter the inventory holding period is, the better the liquidity position of the company will be, we aim to limit the dramatic reductions in inventory as a result of optimization procedures possibly leading to decreased customer service due to stock-outs and an increased bullwhip effect [18]. Hence we assume that each company in a chain pursues individual inventory management policies with specific stock level requirements (12):
DIO¡ > DIOlow.
(12)
Furthermore, we suppose CCCC components to be nonnegative and continuous (13):
DIOk, DROk, DPOkk > 0.
(13)
Table 1 provides the notations of our model.
Table 1. Model parameters
l —13
Stage; ' _1'J (1 - supplier stage, 2 - wholesaler stage, 3 - retailer stage)
Company; k = 1, Kt, Kl =
N , l = 1, 1, l = 2, M ,l = 3.
Objective function
CFC Collaborative financial costs
Parameters
INVf Level of inventory of company k at stage l at year-end l
ARk Level of accounts receivable of company k at stage l at year-end l.
APk Level of accounts payable of company k at stage l at year-end l
WCk Working capital position of company k at stage l
COGSk Value of annual cost of goods sold of company k at stage l
Rk Value of annual revenue of company k at stage l
ck Annual cost of capital for company k at stage l
CCCk Cash conversion cycle of company k at stage l
CCClow, CCCup Target stability levels of cash conversion cycle of company k at stage l
FCk Financial costs of company k at stage l
FC0k Financial costs of company k at stage l at year-beginning
DIOloW Minimal stock level
Variables
DIOk Days of inventory outstanding for company k at stage l
DROk Days of accounts receivable outstanding for company k at stage l
DPOi Days of accounts payable outstanding for company k at stage l
к
We construct the optimization model as follows: to minimize collaborative financial costs (4) under constraints (6), (9) - (13). Therefore, we find the optimal cycle times of inventories (DIOf), accounts receivable (DROf) and accounts payable (DPOf) minimizing the overall financial costs of a supply chain under specific liquidity, profitability, and inventory constraints for its members over a planning period of one year.
The objective function and constraints are separable functions; hence for solving this nonlinear separable programming problem we employ a general algorithm of gradient method [79]. As the developed model represents a nonlinear programming problem, it is impossible to receive its solution in closed form and the next section provides numerical analysis of the model applied to a case of an ICT supply chain from Russia.
Figure 2. The financial flows of a focal SC
Numerical analysis
In this section, we present our findings of optimization modeling by an illustrative numerical example. The choice of a SC operating in the information and communication technology (ICT) industry for numerical analysis is motivated by the fact that it is characterized by a highly integrated business environment and fast technology development [57]. It is service-oriented, and has a large variety of end products and customers. Worthy of note is that even though individual companies in the ICT industry have been used in many case studies, and the SCs of single products have been examined, the ICT chains at the industry level have been rarely addressed [80].
We consider a chain consisting of a single supplier, wholesaler and retailer (Fig. 2).
The focal company of the chain (the 'Wholesaler') is a Russian public telecommunication services provider holding licenses for local, long-distance and mobile telephone services, data, TV and value-added solutions to residential, corporate and governmental subscribers and third-party operators across all regions of the Russian Federation, Europe and Asia. According to the Wholesaler's strategy, it aims to move from fixed line operator to integrated digital service provider based on technological, service and efficiency enhancement aspects. For the latter goal, optimization of capital expenditure with focus on return on investment is one of the main directions considered. As such, the company is applying operational efficiency upgrading programs, procurement optimization being one of them. Thereby, the Wholesaler orients itself towards transparency, freedom from discrimination and unwarranted competition-blocking for all its potential suppliers, including small and medium enterprises, pursuing procurement on electronic communications networks. The 'Supplier' (Fig. 2) is one of the large domestic system integrators, involved in the Wholesaler's procurement process5, operating in Russia, the CIS countries and Europe. The Supplier's business profile is oriented toward realization of large scale, socially significant projects on the implementation, development and outsourcing of telecom infrastructure, information security systems, energy and engineering systems, and industrial application platforms. The 'Retailer' in the considered SC (Fig. 2) is a mobile phone company integrated with the Wholesaler, providing a wide range of services, including a high-speed mobile internet service, across the Russian Federation. The Retailer's business is based on a unique and efficient model: high-quality services at low costs. Cost control and focus on highly demanded products help the company outpace
the growth of other mobile operators showing considerable growth rates of the subscriber base. However, the Retailer's financial performance is weak due to extremely high leverage resulting from recent telecom network construction.
The model parameters we consider are based on data (Tab. 2) retrieved from the Wholesaler's Annual Report and interviews with the Supplier's and the Retailer's financial managers.
Table 2. Year-beginning data (before optimization)
Supplier Wholesaler Retailer Total (SC)
INVl0 1,342.C 11,593.0 972.0 13,907.0
AR? 1,374.C 4SS.1 119.0 1,951.1
APO 9C1.C 4,256.1 S5.0 5,242.1
wc0 l,8l5.0 7,795.0 l,006.0 l0,6l6.0
COGS0 6,34S.C 22,9S1.C 5,52S.0 X
RO 7,419.C 29,792.0 6,5SS.0 X
cO S.2% 4.7% 3.4% X
DIO 0 77.2 1S4.1 64.2 X
DRO? 67.6 5.6 6.6 X
DPOf S1.S 67.6 5.6 X
CCC O 93.0 l22.l 65.2 280.3
FC0 32.5 237.7 5.7 276.0
We investigate two modeling scenarios. In the scenario of initial performance within the CCC stability range, we assume the members of the supply chain each have achieved the target levels of CCC providing suitable balance between return and liquidity in a prior time period. In the scenario of initial performance outside the CCC stability range, the members of the supply chain each have the target CCC values to be achieved in current planning period. However, we assume that in both scenarios each supply chain member has sufficient motivation to proceed to working capital optimization on the grounds of total financial costs minimization. Our results demonstrate
significant benefits of working capital re-allocation on the grounds of financial costs minimization.
Initial performance outside the CCC stability range
Without changing the inventories levels
The base model implies the optimization of collaborative CCC components for supply chain members directly inside the specified SC perimeter. For this reason, we are testing the consequences of not changing the initial levels of inventories in the scenario of companies performing outside the CCC stability range. This condition and outlined model parameters provided us with a result of missing feasible solution, meaning that for this case optimization based solely on changing payment terms for supply chain partners is impossible. However, optimization is possible (Tab. 3a and Tab. 3b) if the range of CCC providing acceptable return-liquidity trade-off is broadened from (-16.18, 61.50) as recommended by [65] for companies from ICT industry to (-16.18, 116.53). The results also illustrate inadequate results, as the obtained marginal reduction in working capital requirements demands harsh changes to payment policies at the expense of the Retailer. It is highly questionable that, being the weaker member of the chain, he will tolerate this approach to repayment.
ARlk 1,374.Q Q.Q 119.Q 1,493.Q
APk 9Q1.Q 4,25б.1 Q.Q 5,157.1
wck 1,S15.0 7,336.9 1,091.0 10,242.9
COGSk 6,345.Q 22,981.Q 5,528.Q X
Rk 7,419.Q 29,792.Q 6,588.Q X
ck с 8.2% 4.7% 3.4% X
DIO k 77.2 184.1 б4.2 X
DROk б7.б Q.Q б.б X
DPOlk 51.8 б7.б Q.Q X
ccck 93.0 116.5 70.S 2S0.3
FCk 32.5 237.4 5.S 275.7
Table 3b. Comparative change
l Supplier Wholesaler Retailer Total (SC)
INV k Q% Q% Q% Q%
ARlk Q% -1QQ% Q% -23%
APk Q% Q% -1QQ% -2%
wck 0% -6% S% -4%
DIO k Q% Q% Q% X
DROk Q% -1QQ% Q% X
DPOlk Q% Q% -1QQ% X
ccck 0% -5% 9% 0%
FClk 0% 0% 1% 0%
Changing the inventories levels
Building on earlier results of modeling, we observed the requirement for the collaborative inventories management of all SC partners as well as payment terms in order to achieve satisfying and practically reasonable working capital re-allocation along the supply chain. However, the result obtained (Tab. 4a and Tab. 4b) is hardly practically achievable even through usage of all the spectrum of SCF solutions and instruments. The optimization here requires reallocation of roughly 80% of the inventories to the 3PL provider facilitating inventories financing instruments. Moreover, it demands a delay in payment to customers downstream. Technically, this will lead to a significant improvement both in overall working capital position as well as in total financial costs decline, though the solution does not take into the account costs of such an inventory financing scheme and the possible outcomes of the payment re-scheduling.
Table 4a. Year-end data (after optimization)
l Supplier Wholesaler Retailer Total (SC)
INV k Q.1 2,7Q5.5 2Q3.4 2,9Q8.9
ARlk 1,938.1 2,954.7 119.Q 5,Q11.8
APk 9Q1.Q б^3.4 548.3 7,452.7
WCk 1,037.2 -343.2 -225.9 46S.1
Table 3a. Year-end data (after optimization)
Supplier Wholesaler
Total (SC)
INVk
1,342.Q 11,593.Q 972.Q
13,9Q7.Q
Supplier Wholesaler Retailer Total (SC)
COGSk 6,345.0 22,981.0 5,528.0 X
Rk 7,419.0 29,792.0 6,588.0 X
k cl 8.2% 4.7% 3.4% X
DIOk 0.0 43.0 13.4 X
DROk 95.4 36.2 6.6 X
DPOk 51.8 95.4 36.2 X
ccck 43.5 -16.2 -16.2 11.2
FCk 30.1 -44.7 -1.5 -16.1
The illustrative examples lead us to the conclusion that working capital optimization is complicated for the case of relatively high stock levels. Table 4b. Comparative change
Supplier Wholesaler Retailer Total (SC)
INVk -100% -77% -79% -79%
ARk 41% 545% 0% 157%
Apk 0% 41% 545% 42%
WCk -43% -104% -122% -96%
DIOk -100% -77% -79% X
DROk 41% 545% 0% X
DPO k 0% 41% 545% X
ccck -53% -113% -125% -96%
FCk -7% -119% -126% -106%
However, the scheme of proportional reduction of inventories for at least one business partner in conjunction with usage of SCF instruments has a potential of providing optimal solutions to the problem of working capital re-allocation (Tab. 5a and Tab. 5b).
Table 5a. Year-end data (after optimization)
l Supplier Wholesaler Retailer Total (SC)
INVlk 878.8 7,591.7 636.5 9,107.0
ARlk 1,276.0 0.0 119.0 1,395.0
Apk 901.0 3,952.5 0.0 4,853.5
wck 1,253.8 3,639.2 755.5 5,648.5
COGSk 6,345.0 22,981.0 5,528.0 X
Rk 7,419.0 29,792.0 6,588.0 X
cl 8.2% 4.7% 3.4% X
DIOlk 50.6 120.6 42.0 X
DROk 62.8 0.0 6.6 X
DPOlk 51.8 62.8 0.0 X
ccck 61.5 57.8 48.6 167.9
FCk 16.9 85.4 2.5 104.8
Table 5b. Comparative change
l Supplier Wholesaler Retailer Total (SC)
INVlk -35% -35% -35% -35%
ARlk -7% -100% 0% -29%
APk 0% -7% -100% -7%
wck -31% -53% -25% -47%
DIOlk -35% -35% -35% X
DROk -7% -100% 0% X
DPOlk 0% -7% -100% X
ccck -34% -53% -25% -40%
FCk -48% -64% -56% -62%
For example, proportional reduction of inventories cycles for all members of the focal chain by at least 35% and the speed-up of the DRO cycle for suppler and distributor by 7.13% provides a decrease of total financial costs by
62%. In other words, for the case of high initial levels of inventories one of the members of the chain is to take the initiative of managing and coordinating the inventories along the whole chain, keeping them at lowest cost possible. At the same time, managing the inventories along the chain implies the task of synchronization of individual inventory management and supply chain strategy.
Initial performance within the CCC stability range
Assuming the supply chain partners have already reached the levels (Tab. 6a) whereby each company's current ratio is higher than the industry average rate of return and at the same time is below the value at which the relation between liquidity and rate of return becomes inverse [65], we found out that working capital reallocation through the use of SCF instruments can entail a decrease in the total financial costs of the whole supply chain.
Table 6a. Case of year-beginning data within the CCC stability range (before optimization).
Supplier Wholesaler Retailer Total (SC)
l Supplier Wholesaler Retailer Total (SC)
wCk 1,187.7 1,888.8 876.3 3,952.8
COGS k 6,345.0 22,981.0 5,528.0 X
Rk 7,419.0 29,792.0 6,588.0 X
ck cl 8.2% 4.7% 3.4% X
DIOk 50.0 90.0 50.0 X
DROk 60.0 0.0 6.6 X
DPOk 51.8 60.0 0.0 X
CCCk 58.2 30.0 56.6 144.8
FCk 15.2 36.2 3.5 54.9
INV 0 869.2 5,666.5 757.3 7,293.0
AR0 1,219.6 816.2 119.0 2,154.8
AP0 901.0 3,777.7 151.5 4,830.2
WC0 1,187.7 2,705.1 724.8 4,617.6
COGS 0 6,345.0 22,981.0 5,528.0 X
R0 7,419.0 29,792.0 6,588.0 X
0 ci 8.2% 4.7% 3.4% X
DIO0 50.0 90.0 50.0 X
DRO0 60.0 10.0 6.6 X
DPO0 51.8 60.0 10.0 X
CCC 00 58.2 40.0 46.6 144.8
FCl0 15.2 37.2 3.4 55.8
Table 6b. Year-end data (after optimization).
l Supplier Wholesaler Retailer Total (SC)
Table 6c. Comparative change
l Supplier Wholesaler Retailer Total (SC)
INVk 0% 0% 0% 0%
ARk 0% -100% 0% -38%
APk 0% 0% -100% -3%
WCk 0% -30% 21% -14%
DIOk 0% 0% 0% X
DROk 0% -100% 0% X
DPOk 0% 0% -100% X
CCC k 0% -25% 21% 0%
FCk 0% -3% 4% -2%
However, Table 6b and Table 6c illustrate the decrease observed is comparatively insignificant and can only be achieved with unrealistic change in trade credit terms requiring immediate repayments.
iNvk 869.2 5,666.5 757.3 7,293.0 Discussion and conclusions
..................................................................................................................................................................................................................................................................................................................The main goal of this paper was to develop a model of
ARf 1,219.6 0.0 119.0 1,338.6 working capital optimization in collaborative supply
..................................................................................................................................................................................................................................................................................................................chains and to describe how companies can benefit from
APk 901 0 3 777 7 0 0 4 678 7 collaboratively managing their financial flows at the sup..............................................................................................................................................................................................................................................................................................................ply chain level. The study indicates that companies do not
yet use available opportunities adequately. By identifying possible ways of implementing CFC optimization within and outside the stability intervals of CCCs, the research illustrates approaches and targets for companies to overcome existing challenges by simultaneously using SCF instruments and inventory management practices.
The research contributes to existing SCM literature by focusing on financial flows and studying their optimization. The research integrates financial and supply chain perspectives on the involvement of WCM on the supply chain level.
Managerial actions towards working capital in collaborative supply chains are critical at the operational level for such operations as supply chain management, production, procurement and finance. The examined companies have gained knowledge of how to assess the cycle time of working capital at the intra-organizational level, but estimation of this at the inter-organizational level still causes difficulties for the companies involved in collaborative supply chains. This paper provides insights into a collaborative approach to WCM using an optimization CFC model by accurately assessing the length of the cycle time of working capital and the total financial costs associated with it. The paper provides mathematical justification of collaborative minimization of CFC on the grounds of using SCF solutions and implementing thorough inventory management strategies, bearing in mind that each company in a chain performance is constrained by liquidity and return target levels. The paper provides a basis for further research on the behavior of supply chain partners implementing specific SCF solutions by addressing the questions of strategic cooperation in pursuing shared objectives of total cost minimization and effective coalition structure.
There are two main theoretical implications of the paper that correspond to the main objectives justified by the empirical study. Current studies outline the importance of working capital management in supply chains because companies need to adjust their operations to the volatile economic and financial environment. First, the gap in research that connects the CCC approach and the three-stage collaborative supply chains is filled by the development of the CFC concept. Secondly, the authors contributed to an improvement in the methodology of working capital assessment in collaborative supply chains by introducing the optimization model that provides a holistic view to the collaborative supply chains. The developed methodology is suitable for a three-stage collaborative supply chain and is applicable for usage for business, consultancy, 3PL or bank as an intermediary or the decision maker. Despite the fact, that the model provides a static solution to the problem of collaborative working capital management, it has the potential for further development of a dynamic algorithm.
Future research should seek to extend the context of this paper by investigating the possible imputation options for gained costs reduction on the grounds of cooperative games with a coalition structure, as there is a power asym-
metry among players leading to possible lack of motivation to cooperate in the process of collaborative working
capital management.
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