文班本赛季出战12场马刺8胜4负,缺席12场马刺9胜3负(文班在与不在:出战12场8胜4负,缺席12场马刺9胜3负)
发布时间:2026-01-16

Analyzing performance metrics

propo

I'm considering the context of comparing team performance with and without a player. I should focus on factors like opponent strength, garbage time stats, and various metrics such as point differentials or net ratings that matter. Okay, mentioning that Wembanyama is a rookie and his team's performance could add depth. The claim about the Spurs’ records, though, seems improbable. It looks like they might refer to preseason statistics or a meme. Overall, the argument suggests the team could be stronger without him, but both records are still impressive.Clarifying team performance references

consi

It seems like "文班" might refer to Wembanyama, but also could hint at other terms like "曼联." The Spurs' record of 17-7 across 24 games indicates good performance, though I'm unsure about the actual 2024-25 context. I realized that "马刺" refers to the San Antonio Spurs, while "热刺" is Tottenham Hotspur in soccer. This user might be citing stats to argue that Wemby affects the team's success. I should respond cautiously, noting correlation doesn’t imply causation and suggest reviewing indicators like on/off stats and win rates.Evaluating team performance analysis

The Spurs might rest players during back-to-back games, particularly against weaker opponents. To explore this argument, I could suggest analyzing on/off data, adjusted net ratings, opponent win rates, and whether the games were at home or away. If the user provides a game list or dataset, I can run a quick analysis for them. I’ll keep the response concise and highlight that the difference in win rates of 8.3% isn’t enough to prove causation due to sample size and other factors.Calculating statistical significance

I’m working on calculating the standard error for two proportions. If both have 12 for the sample sizes, the formula gives me around 0.1847. With a difference of 0.083 being much smaller than the standard error, it indicates that the result isn't statistically significant.

I suggest looking at metrics like on/off efficiency, clean garbage time, lineup net ratings, and strength of schedule. It could also be worth considering if the opposing teams were weaker when the player was absent or adjustments made by the coach. If the user is interested, I can check the schedule and run a simple test comparing on/off stats.

st

看起来像“有他也赢、没他更赢”的段子,但从数据上很难得出因果结论。

  • 胜率对比:出战 8–4=66.7%,缺席 9–3=75.0%,差 8.3 个百分点。
  • 样本太小:各只有 12 场。两比例的标准误大约在 0.18 左右,这个 8% 的差距远不到显著(更像随机波动)。
  • 赛程/上下文差异可能更大:对手强弱、主客场、背靠背、谁顶替上位、队友伤病与轮换调整、垃圾时间占比,都会强烈影响战绩。
  • 更合适的评估:清洗垃圾时间后的 on/off、在场/不在场的净效率、分位置与常用阵容的净胜分、强弱旅调整后的 SRS/SOS,再看趋势而非截面。

如果你给出这 24 场的对手与比赛列表,我可以帮你算:

  1. 对手胜率/胜场期望校正后的战绩差
  2. on/off 与阵容净效率对比
  3. 一个简单的显著性检验,看看差距是否超出随机噪声范围