Stackelberg Game for Product Renewal in Supply Chain

Table 2

The effect of RP cost changing in Stackelberg-Nash game (𝑘=1.2).

Case result	𝑘=1.2 𝐶𝐵=220			𝑘=1.2 𝐶𝐵=250
	𝑃𝐵≤𝑃𝐴	𝑃𝐴<𝑃𝐵<𝑃𝐵0	𝑃𝐵0<𝑃𝐵<𝑃𝐵1	𝑃𝐵≤𝑃𝐴	𝑃𝐴<𝑃𝐵<𝑃𝐵0	𝑃𝐵0<𝑃𝐵<𝑃𝐵1
𝑓𝐴		284.3316	266.0267		286.2994	267.7067
𝑔𝐴		104.3316	86.0267		106.2994	87.7067
𝑓𝐵		371.5171	540.0000		393.8308	560.0000
𝑔𝐵		171.5171	340.0000		163.8308	330.0000
𝑃𝐴	365.9493	388.6632	352.0533	381.8052	392.5987	355.4133
𝑃𝐵	365.9493	543.0343	880.0000	381.8052	557.6615	890.0000
𝑇	268.1014	222.6737	295.8933	236.3896	214.8025	289.1733
Δ𝑇	178.8881	117.0312	75.7487	154.7302	110.3807	71.7150
𝑇𝑠	268.1014	29.6436	0	236.3896	13.1986	0
𝑇𝐴	0	193.0301	295.8933	0	201.6040	289.1733
𝑇𝐵	536.2027	252.3172	295.8933	472.7791	228.0011	289.1733
𝜋𝑟		38502	43776		35173	41811
𝜋𝑚		28502	33776		25173	31811
𝜋	46298	67005	77553	33729	60346	73621