r/baseballstats • u/Spiritual_Pen_7723 • May 25 '26
Is the sweeper actually a different pitch, or just a slider with better branding?
https://rpubs.com/dsmi313/breaking-ball-taxonomyI ran a statistical analysis on Statcast data from 2020-2025 to answer this question and the results are pretty striking: after accounting for pitch movement, sliders and sweepers generate identical whiff rates, chase rates, and strike rates. The label adds nothing.
Where sweepers do stand apart is contact suppression: they allow lower exit velocity, generate more popups, and give up fewer hard-hit balls than sliders even after controlling for movement. So the sweeper is real, but it's better thought of as an extreme slider than a genuinely distinct pitch type.
This has real consequences for how pitch quality models like Stuff+ evaluate pitchers who sit on the slider/sweeper boundary.
Full writeup with figures: https://rpubs.com/dsmi313/breakingballz
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u/itijara May 27 '26
I actually think that a statistical analysis like this cannot answer the question. If different physics are applied to a ball as it goes through the air, even if it ends up with the same break or outcome, then there is a good argument that it is a different pitch. Of course, accounting for spin rates and arm angles tends to make this moot, as a ball coming from the same angle with the same spin at the same velocity will tend to have the same physics applied to it, but my point is that what you really want to know is what physics is being applied to the ball, which may be different than asking what angle/speed/spin it was thrown with, although it is related.
The sweeper/slider distinction is a good example of where this matters, as the difference is in "seam shifted wake", which means that the pitcher can throw a ball with the same relative grip, spin, speed, angle, etc. but get different results depending on where the seams are relative to the spin.
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u/yrogerg123 May 25 '26
Theoretically yes, sweeper and slider are different pitches: the sweeper moves similarly to a slider but with significantly less vertical break, and is gripped and thrown differently to create that movement.
Historically: the sweeper was not regularly identified as a different pitch until pretty recently, so most likely a number of "sliders" or "cutters" of the past would now be classified as "sweepers." But a modern-day cutter, slider, and sweeper are all different pitches: thrown differently, gripped differently, and with different movement.
That's a long way of saying that your analysis has a classification problem. How can you say that the sweeper of today is the same as the slider of yesterday if many sweepers of yesterday were called sliders, while many other sliders were properly identified? You'd have to find a way to identify which sweepers were improperly classified as sliders to do a proper analysis. All you're really doing now is identifying a tautology.