NBA Forecast

Top Predicted Records In The League:

West:

1 San Antonio Spurs (60-22)

2 Oklahoma City Thunder (58-24)

3 Minnesota Timberwolves (56-26)

East:

1 Detroit Pistons (58-24)

2 Boston Celtics (53-29)

3 Cleveland Cavs (53-29)

Predicted Standings and Lottery (2/20)

East
1st seedDET58-24
2nd seedBOS53-29+2
3rd seedCLE53-29-1
4th seedNYK50-32-1
5th seedMIA49-33
6th seedCHA45-37+4
7th seedATL45-37+3
8th seedORL44-38
9th seedTOR42-40-2
10th seedPHI36-46-4
11th seedCHI35-47+1
12th seedMIL30-52-1
13th seedWAS22-60
14th seedIND20-62
15th seedBKN18-64

Projected Draft Lottery

1st PickBKNEAST
2nd PickDAL+6WEST
3rd PickIND-1EAST
4th PickSAC-1WEST
5th PickWASEAST
6th PickMIL+5EAST
7th PickUTA-3WEST
8th PickNOPWEST
9th PickCHI-3EAST
10th PickPHIEntered LotteryEAST
11th PickGSW+3WEST
12th PickMEM-3WEST
13th PickPOREntered LotteryWEST
14th pickTOREntered LotteryEAST
West
1st seedSAS60-22+1
2nd seedOKC58-24-1
3rd seedMIN56-26
4th seedDEN54-28
5th seedLAL51-31
6th seedLAC48-34+4
7th seedHOU45-37-1
8th seedPHX41-41
9th seedMEM38-44+2
10th seedPOR37-45-3
11th seedGSW37-45-2
12th seedNOP33-49
13th seedUTA32-50+1
14th seedDAL22-60-1
15th seedSAC20-62

Methodology

This forecast of both standings and draft lottery was generated using an R-based Monte Carlo season model, designed to project final standings from the current stage of the NBA season. Each simulation run iterates through the remaining schedule game by game. Games that have already been played are treated as fixed results, while unplayed games are simulated by randomly generating team scores within predefined scoring bounds. These bounds were calculated using various team statistics including but not limited to scoring range and variability. This creates realistic per-team performance windows rather than assuming every matchup is purely random or determined by a single rating.

A total of 8,400 full-season simulations were run to produce probability-weighted outcomes for every team’s final win total. Final projected records were determined using the median win result across all simulations (with losses implied by subtracting wins from 82), which reduces the influence of extreme outlier seasons. Lottery outcomes were simulated as a separate extension, using the projected lottery order as input and repeatedly running the NBA lottery odds table to generate pick distributions. Median pick positions were then used to estimate each team’s most likely draft outcome, forming the final projected lottery results.