Delphi Technologies (DLPH)

Sector:Consumer Goods
Super Investor Stats:
Ownership count:0
Ownership rank:--
% of all portfolios:0%
History Portfolio Manager Activity Share change % change to portfolio ▼
Q4  2020
≡ Lee Ainslie - Maverick Capital Sell 100.00% 7,620 0.00
Q3  2020
≡ Lee Ainslie - Maverick Capital Buy 7,620 0.00
Q1  2019
≡ Robert Olstein - Olstein Capital Management Sell 100.00% 341,500 0.80
Q4  2018
≡ Robert Olstein - Olstein Capital Management Add 62.27% 131,050 0.31
Q3  2018
≡ Robert Olstein - Olstein Capital Management Add 184.39% 136,450 0.57
Q2  2018
≡ Robert Olstein - Olstein Capital Management Add 2.78% 2,000 0.01
Q1  2018
≡ Robert Olstein - Olstein Capital Management Add 336.39% 55,501 0.34
Q4  2017
≡ Robert Olstein - Olstein Capital Management Reduce 66.67% 33,001 0.22
Q3  2017
≡ Robert Olstein - Olstein Capital Management Reduce 41.76% 35,500 0.45
Q1  2017
≡ Robert Olstein - Olstein Capital Management Reduce 30.33% 37,000 0.38
Q4  2016
≡ Robert Olstein - Olstein Capital Management Add 4.27% 5,000 0.04
Q3  2016
≡ Robert Olstein - Olstein Capital Management Add 1.74% 2,000 0.02
Q2  2016
≡ Robert Olstein - Olstein Capital Management Add 43.75% 35,000 0.37
Q1  2016
≡ Robert Olstein - Olstein Capital Management Add 42.86% 24,000 0.30
Q4  2015
≡ Robert Olstein - Olstein Capital Management Reduce 20.00% 14,000 0.19
Q2  2015
≡ Robert Olstein - Olstein Capital Management Reduce 29.29% 29,000 0.33
Q1  2015
≡ Lee Ainslie - Maverick Capital Sell 100.00% 644,043 0.73
≡ Robert Olstein - Olstein Capital Management Reduce 13.91% 16,000 0.17
Q4  2014
≡ Lee Ainslie - Maverick Capital Buy 644,043 0.73
≡ Robert Olstein - Olstein Capital Management Reduce 4.17% 5,000 0.05
Q3  2014
≡ Robert Olstein - Olstein Capital Management Add 15.38% 16,000 0.15
Q2  2014
≡ David Tepper - Appaloosa Management Sell 100.00% 713,311 0.84
≡ Richard Pzena - Hancock Classic Value Sell 100.00% 227,911 0.55
≡ Robert Olstein - Olstein Capital Management Add 16.85% 15,000 0.16
Q1  2014
≡ Howard Marks - Oaktree Capital Management Sell 100.00% 2,125,000 5.72
≡ David Einhorn - Greenlight Capital Sell 100.00% 2,396,416 2.03
≡ Richard Pzena - Hancock Classic Value Reduce 73.41% 629,339 1.52
≡ Robert Olstein - Olstein Capital Management Reduce 11.00% 11,000 0.12
Q4  2013
≡ Howard Marks - Oaktree Capital Management Reduce 29.17% 875,000 2.36
≡ David Einhorn - Greenlight Capital Reduce 28.06% 934,862 0.79
≡ David Tepper - Appaloosa Management Reduce 8.94% 70,000 0.08
Q3  2013
≡ Richard Pzena - Hancock Classic Value Reduce 34.51% 451,775 1.12
≡ Robert Olstein - Olstein Capital Management Add 13.64% 12,000 0.12
≡ David Tepper - Appaloosa Management Reduce 2.00% 16,000 0.02
Q2  2013
≡ Howard Marks - Oaktree Capital Management Reduce 25.00% 1,000,000 2.86
≡ David Einhorn - Greenlight Capital Reduce 44.40% 2,660,542 2.64
≡ David Tepper - Appaloosa Management Reduce 9.73% 86,172 0.09
Q1  2013
≡ Howard Marks - Oaktree Capital Management Reduce 37.51% 2,400,728 6.45
≡ David Einhorn - Greenlight Capital Reduce 25.00% 1,997,241 1.42
≡ Robert Olstein - Olstein Capital Management Add 6.02% 5,000 0.04
≡ Richard Pzena - Hancock Classic Value Reduce 0.41% 5,325 0.01
Q4  2012
≡ Robert Olstein - Olstein Capital Management Buy 83,000 0.64
≡ David Tepper - Appaloosa Management Add 301.64% 665,017 0.59
≡ Richard Pzena - Hancock Classic Value Add 13.55% 156,800 0.40
≡ David Einhorn - Greenlight Capital Reduce 1.92% 156,000 0.10
Q3  2012
≡ Richard Pzena - Hancock Classic Value Buy 1,157,550 2.48
≡ David Einhorn - Greenlight Capital Add 1.41% 113,400 0.06
Q2  2012
≡ David Einhorn - Greenlight Capital Reduce 1.99% 163,000 0.07
≡ David Tepper - Appaloosa Management Reduce 3.83% 8,770 0.01
Q4  2011
≡ David Einhorn - Greenlight Capital Buy 8,194,661 3.48
≡ David Tepper - Appaloosa Management Buy 229,236 0.84

* "Hold Price" is the last known price at which an investor still held a security. It is the closing price of the security as of the portfolio date (quarter end). This value is only provided when a security is owned by at least two investors. In the case of reporting dates being different, a weighted average price is calculated.