In　this　paper,　a　comprehensive　and　systematic　theoretical　framework　for　stability　analysis　in　discrete-time　switched　positive　systems　(DTSPSs),　which　accounts　for　time-delay　and　includes　two　distinct　types　those　with　fully　unstable　modes　and　those　with　fully　stable　modes　has　been　thoroughly　established.　Based　on　the　dwell-time　constrained　switching　rules,　the　time-varying　linear　co-positive　Lyapunov-Krasovskii　functionals　(CLKFs)　are　developed.　Such　novel　methodology　can　well　assure　that　the　systems　composed　of　different　types　can　always　maintain　the　positivity　and　possess　the　globally　uniformly　asymptotic　stability　(GUAS).　Furthermore,　the　sufficient　conditions　are　addressed　as　linear　vector　inequalities　(LVIs).　Two　numerical　examples　are　employing　to　assess　the　validity　and　feasibility.　©　2025　IEEE.