Skip to main content

Table 1 Yield advantage over checks of some of the new varieties from the four successful cross combinations under local farming conditions

From: Plant breeding can be made more efficient by having fewer, better crosses

Country and cross number (see Table4)

Comparison made: new variety versuscheck

Yield advantage on-farma

Yield advantage on-farm over local varietiesb

Nepal (cross 1)

Barkhe 3004 versus Mansuli

2003 to 2005: 19% more: 0.65 ± 0.46 t ha-1 (n=18) [5]

2005: 44% more: 1.5 ± 0.20 t ha-1 (n=23) [5], Additional file 1]

India (cross 1)

Ashoka 200F, Ashoka 228 versus Birsa Gora 102

2000 to 2001: 54% more: 0.5 ± 0.1 t ha-1 (n=40) [6]

2001: 35% more: 0.41 ± 0.15 t ha-1 (n=198) [6]

Bangladesh (cross 2)

Judi 582 versus Swarna, BRRIdhan 32, BRRIdhan 39

2002 to 2004: 44% more: 1.0 ± 0.2 t ha-1 (n=22) [7]

2003 to 2005: 21% more: 0.49 ± 0.14 t ha-1 (n=61) [7]

Nepal (cross 3)

Sunaulo Sugandha (aromatic) versus Mansuli (non aromatic)

2002 to 2004: 6% more: 0.16 t ha-1 (n.s.) (n=36). 1.07 t ha-1 more than aromatic varieties (n = 9) [8]

2004 to 2006: 15% more: 0.54 t ha-1 (n = 101) [8], Additional file 2]

India (cross 3)

Sugandha 1 versus IR64

2003 to 2007: 14% more: 0.42 ± 0.14 t ha-1 (n=69)

2007: 26% more: 1.1 ± 0.14 t ha-1 (n=4)

Nepal (cross 5)

Madhyam Dhan 0742 versus Mansuli

2008 to 2011: 26% more: 1.0 ± 0.2 t ha-1 (n=101)

Data not yet available

  1. aIn multiple-entry trials where each on-farm trial is a replicate of a randomized complete block design (plot size > 10 m2) and n = number of trials. All differences are significant from ANOVA except Sunaulo Sugandha versus non-aromatic controls.
  2. bIn single-intervention trials i.e., paired plots with one new variety versus farmer’s best check (plot size > 50 m2) where n=number of trials. All yield differences are significant from ANOVA.
  3. ± = standard error.