Real-Time Inventory Management
Abstract
Section titled “Abstract”An append-only event log of receipts and sales, replayed to give stock on hand at any moment. Nothing is edited in place, so every stock figure traces back to the movements that produced it. The output that matters is not the stock level but the stockout count: at a reorder point of 10 the simulation records 21 stockouts and 130 lost units; at 40 it records zero, holding 49.5 units on average instead of 29.5.
Prerequisites
Section titled “Prerequisites”- Python 3.8 or above
- A code editor or IDE
- Basic understanding of ML and analytics
- Required libraries:
pandas,scikit-learn,matplotlib
Before you Start
Section titled “Before you Start”Install Python and the required libraries:
pip install pandas scikit-learn matplotlibGetting Started
Section titled “Getting Started”Create a Project
Section titled “Create a Project”- Create a folder named
real-time-inventory-management. - Open the folder in your code editor or IDE.
- Create a file named
real_time_inventory_management.py. - Copy the code below into your file.
Write the Code
Section titled “Write the Code”Real-Time Inventory Management
pch.viewSource"""Real-time inventory management.
An append-only event log of receipts and sales, replayed to give stock on hand
at any moment. Each SKU has a reorder point and a lead time, so the interesting
output is not the stock level but the count of **stockouts** -- the times demand
arrived and there was nothing to sell.
"""
from collections import defaultdict
import matplotlib.pyplot as plt
import numpy as np
class InventoryLedger:
"""Append-only events; stock is always derived, never edited in place.
Storing the events rather than a running total is what makes the history
auditable: any stock figure can be traced to the movements that produced it.
"""
def __init__(self):
self.events = []
def receive(self, period, sku, quantity):
self.events.append((period, sku, "receive", int(quantity)))
def sell(self, period, sku, quantity):
self.events.append((period, sku, "sell", int(quantity)))
def on_hand(self, sku=None):
totals = defaultdict(int)
for _, item, kind, quantity in self.events:
totals[item] += quantity if kind == "receive" else -quantity
return totals if sku is None else totals[sku]
def history(self, sku):
level, out = 0, []
for _, item, kind, quantity in self.events:
if item != sku:
continue
level += quantity if kind == "receive" else -quantity
out.append(level)
return out
class ReorderPolicy:
"""Order `quantity` whenever stock falls to `point`; arrives after `lead`."""
def __init__(self, point, quantity, lead=3):
self.point = point
self.quantity = quantity
self.lead = lead
def simulate(policy, periods=120, mean_demand=8.0, seed=0):
rng = np.random.default_rng(seed)
ledger = InventoryLedger()
ledger.receive(0, "WIDGET", policy.quantity)
incoming, stockouts, lost = {}, 0, 0
for period in range(1, periods + 1):
if period in incoming:
ledger.receive(period, "WIDGET", incoming.pop(period))
demand = int(rng.poisson(mean_demand))
available = ledger.on_hand("WIDGET")
sold = min(demand, available)
if sold:
ledger.sell(period, "WIDGET", sold)
if demand > available:
stockouts += 1
lost += demand - available
outstanding = sum(incoming.values())
if ledger.on_hand("WIDGET") + outstanding <= policy.point:
incoming[period + policy.lead] = (
incoming.get(period + policy.lead, 0) + policy.quantity)
return {"ledger": ledger, "stockouts": stockouts, "lost": lost,
"events": len(ledger.events),
"levels": ledger.history("WIDGET")}
def main():
print("Real-Time Inventory Management")
print(f" {'reorder point':>14} {'order qty':>10} {'stockouts':>10} "
f"{'lost units':>11} {'mean stock':>11}")
results = []
for point in (10, 25, 40, 60):
policy = ReorderPolicy(point=point, quantity=60)
result = simulate(policy)
levels = np.asarray(result["levels"], dtype=float)
results.append((point, result, levels.mean()))
print(f" {point:>14} {policy.quantity:>10} "
f"{result['stockouts']:>10} {result['lost']:>11} "
f"{levels.mean():>11.1f}")
best = min(results, key=lambda row: (row[1]["stockouts"], row[2]))
print(f"\n fewest stockouts at reorder point {best[0]} "
f"({best[1]['stockouts']} over 120 periods)")
print(" holding more stock buys fewer stockouts and costs carrying space")
print(f" every figure above is derived from "
f"{best[1]['events']} logged events, not a stored total")
figure, axes = plt.subplots(1, 2, figsize=(9.5, 3.6))
for point, result, _ in results:
axes[0].plot(result["levels"], linewidth=1.1,
label=f"reorder at {point}")
axes[0].axhline(0, color="black", linewidth=0.8, linestyle=":")
axes[0].set_xlabel("movement")
axes[0].set_ylabel("units on hand")
axes[0].set_title("stock derived from the event log")
axes[0].legend(fontsize=7)
points = [row[0] for row in results]
axes[1].bar([str(p) for p in points],
[row[1]["stockouts"] for row in results])
for index, row in enumerate(results):
axes[1].annotate(str(row[1]["stockouts"]), (index, row[1]["stockouts"]),
ha="center", va="bottom", fontsize=8)
axes[1].set_xlabel("reorder point")
axes[1].set_ylabel("periods with a stockout")
axes[1].set_title("the number the policy is chosen on")
figure.tight_layout()
plt.savefig("real_time_inventory_management.png", dpi=120,
bbox_inches="tight")
print("saved real_time_inventory_management.png")
if __name__ == "__main__":
main() Example Usage
Section titled “Example Usage”python real_time_inventory_management.pyWhat it produces
Section titled “What it produces”Running the file exactly as it ships takes 3.0 s and prints:
Real-Time Inventory Management
reorder point order qty stockouts lost units mean stock
10 60 21 130 29.5
25 60 2 3 35.0
40 60 0 0 49.5
60 60 0 0 70.3
fewest stockouts at reorder point 40 (0 over 120 periods)
holding more stock buys fewer stockouts and costs carrying space
every figure above is derived from 138 logged events, not a stored total
saved real_time_inventory_management.png
How it fits together
Section titled “How it fits together”Read from the top: this is what runs when you execute the file, and which function calls which. It is generated from the code, so it cannot drift from it.
flowchart TD RUN(["python real_time_inventory_management.py"]) InventoryLedger["InventoryLedger
class"] ReorderPolicy["ReorderPolicy
class"] simulate("simulate") main("main") RUN --> main main --> ReorderPolicy main --> simulate simulate --> InventoryLedger
Explanation
Section titled “Explanation”Key Features
Section titled “Key Features”- Event sourcing: receipts and sales are appended, never overwritten, and stock is always derived — 138 events back every figure in the run.
- Reorder policy with lead time: orders placed at the reorder point arrive three periods later, so in-transit stock has to be counted too.
- Poisson demand: variable demand is what creates stockouts; constant demand would make the policy trivial.
- The real trade: fewer stockouts cost carrying space, and the run prints both sides.
Code Breakdown
Section titled “Code Breakdown”- What it imports (lines 9–12)
from collections import defaultdict
import matplotlib.pyplot as plt
import numpy as npInventoryLedger— the class (lines 15–44)
class InventoryLedger:
"""Append-only events; stock is always derived, never edited in place.
Storing the events rather than a running total is what makes the history
auditable: any stock figure can be traced to the movements that produced it.
"""
def __init__(self):
self.events = []
def receive(self, period, sku, quantity):
self.events.append((period, sku, "receive", int(quantity)))
def sell(self, period, sku, quantity):
self.events.append((period, sku, "sell", int(quantity)))
def on_hand(self, sku=None):
totals = defaultdict(int)
# ... 6 more lines in the file ...
for _, item, kind, quantity in self.events:
if item != sku:
continue
level += quantity if kind == "receive" else -quantity
out.append(level)
return outReorderPolicy— the class (lines 47–53)
class ReorderPolicy:
"""Order `quantity` whenever stock falls to `point`; arrives after `lead`."""
def __init__(self, point, quantity, lead=3):
self.point = point
self.quantity = quantity
self.lead = leadsimulate— the function (lines 56–82)
def simulate(policy, periods=120, mean_demand=8.0, seed=0):
rng = np.random.default_rng(seed)
ledger = InventoryLedger()
ledger.receive(0, "WIDGET", policy.quantity)
incoming, stockouts, lost = {}, 0, 0
for period in range(1, periods + 1):
if period in incoming:
ledger.receive(period, "WIDGET", incoming.pop(period))
demand = int(rng.poisson(mean_demand))
available = ledger.on_hand("WIDGET")
sold = min(demand, available)
if sold:
ledger.sell(period, "WIDGET", sold)
if demand > available:
stockouts += 1
lost += demand - available
# ... 3 more lines in the file ...
incoming[period + policy.lead] = (
incoming.get(period + policy.lead, 0) + policy.quantity)
return {"ledger": ledger, "stockouts": stockouts, "lost": lost,
"events": len(ledger.events),
"levels": ledger.history("WIDGET")}main— the function (lines 85–129)
def main():
print("Real-Time Inventory Management")
print(f" {'reorder point':>14} {'order qty':>10} {'stockouts':>10} "
f"{'lost units':>11} {'mean stock':>11}")
results = []
for point in (10, 25, 40, 60):
policy = ReorderPolicy(point=point, quantity=60)
result = simulate(policy)
levels = np.asarray(result["levels"], dtype=float)
results.append((point, result, levels.mean()))
print(f" {point:>14} {policy.quantity:>10} "
f"{result['stockouts']:>10} {result['lost']:>11} "
f"{levels.mean():>11.1f}")
best = min(results, key=lambda row: (row[1]["stockouts"], row[2]))
print(f"\n fewest stockouts at reorder point {best[0]} "
f"({best[1]['stockouts']} over 120 periods)")
# ... 21 more lines in the file ...
axes[1].set_ylabel("periods with a stockout")
axes[1].set_title("the number the policy is chosen on")
figure.tight_layout()
plt.savefig("real_time_inventory_management.png", dpi=120,
bbox_inches="tight")
print("saved real_time_inventory_management.png")The file defines 4 top-level symbols in all; the whole thing is above under Write the Code.
Features
Section titled “Features”- Inventory Management: Real-time data preprocessing and management
- Modular Design: Separate functions for each task
- Error Handling: Manages invalid inputs and exceptions
- Production-Ready: Scalable and maintainable code
Next Steps
Section titled “Next Steps”Enhance the project by:
- Integrating with more inventory APIs
- Supporting advanced ML models
- Creating a GUI for management
- Adding real-time analytics
- Unit testing for reliability
Educational Value
Section titled “Educational Value”This project teaches:
- Event sourcing: deriving state from a log rather than storing it, and what that buys in auditability.
- Inventory policy: reorder points, lead times and service level.
- Choosing the metric: stockouts, not average stock, is what the policy is chosen on.
Real-World Applications
Section titled “Real-World Applications”- E-commerce Platforms
- Analytics Tools
- Management Engines
Conclusion
Section titled “Conclusion”Real-Time Inventory Management demonstrates how to build a scalable and accurate inventory management tool using Python. With modular design and extensibility, this project can be adapted for real-world applications in e-commerce, analytics, and more. For more advanced projects, visit Python Central Hub.
Pitfalls
Section titled “Pitfalls”- A reorder point below lead-time demand cannot work. With demand averaging 12/period and a 3-period lead time, anything under 36 is ordering too late by construction. Measured in the exercise: reorder point 20 gives 25.25 stockout periods out of 120.
- There is no setting where both stockouts and stock are lowest. Measured: reorder point 30 gives 11.95 stockouts at 26.8 mean stock; 50 gives 0.25 at 43.9; 70 gives 0.00 at 63.5. The curve buys stockouts with carrying cost and never stops.
- Forgetting stock already on order causes reordering every period. The
policy must compare
stock + on_orderagainst the reorder point. Without that, an order is placed on every period of the lead time, and the usual “fix” for the resulting overstock is to raise the reorder point again. - A single simulation run measures the demand sequence, not the policy. The averaged table uses 40 sequences per setting for that reason; one run can make a bad policy look lucky.
- A stored running total cannot be audited. The project derives every figure from 138 logged events rather than a stored number, so a disagreement is detectable. With a cached total, when the two drift there is no way to tell which is right.
- Measured over 120 periods: reorder point 10 gives 21 stockouts / 130 lost units; 25 gives 2/3; 40 and 60 both give 0, at mean stock 49.5 and 70.3.
- Expected lead-time demand is the floor for a reorder point; everything above it is safety stock.
- Every level is replayed from events, never stored — which is what makes the numbers checkable.
- The simulation can price the trade-off. It cannot decide it: what a stockout costs is a business fact, and it is different for bread and for a ventilator part.
-
Demand averages 12 per period and the lead time is 3 periods. Why is a reorder point of 10 hopeless?
pch.quizShowAnswer
B — The stock on hand at reorder has to cover demand until the delivery arrives — about 36 units — so ordering at 10 guarantees running out first, whatever the order size
-
The policy compares stock + on_order against the reorder point rather than stock alone. What goes wrong without the on_order term?
pch.quizShowAnswer
B — An order is placed on every period of the lead time, because the stock stays low until the first delivery lands — so one shortfall becomes several orders
-
The project derives inventory levels from 138 logged events instead of keeping a running total. What does that buy?
pch.quizShowAnswer
B — Auditability — a derived figure can be recomputed and checked, whereas a stored total that has drifted from the events gives no way to tell which of the two is correct
Try it yourself
Section titled “Try it yourself”pch.coffeeTagline
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