• No results found

Legume breeding for broomrape resistance

N/A
N/A
Protected

Academic year: 2020

Share "Legume breeding for broomrape resistance"

Copied!
7
0
0

Loading.... (view fulltext now)

Full text

Loading

Figure

Figure 1. Life cycle of Orobanche crenata: (A) germina-ting seedlings contacting with host roots, (B) detail of an anchoring radicle forming an haustorium in a host root, (C) tubercles at various stages of growth formed still under the surface, (D) emerging shoot, (E) flowering shoots
Figure 2. Faba bean breeding line resistant (right) versus susceptible (left) to Orobanche crenata
Figure 4. Grasspea breeding line resistant (left) versus susceptible (right) to Orobanche crenata

References

Related documents

ACPA: Anti-citrullinated protein antibodies; AMP: Antimicrobial peptides; ANAs: Anti-nuclear antibodies; ANCAs: Anti-neutrophil cytoplasmic antibodies; BET: Basophil extracellular

ZBIRKA ZADATAKA S PISMENIH ISPITA - ZA 2.. u knjizi je ukupno 830 zadataka razvrstano u 132 zada?e. zadaci za vježbu. primjeri zadataka iz matematike u excelu. zbirka zadataka

(Customers of South West Water have faced even higher sewerage bills for similar reasons. However, unlike our customers, they have received help from the UK Government

This qualitative research study is part of an expanded qualitative research study conducted to explain the patterns of risky sexual behavior in adolescents and youth, and with

The problem in this research is to know how the process of developing mathematics physics instructional book based on inquiry approach and its supporting documents to improve

Example of daily X-ray output data (fluoroscopic pulse widths) for an over-the-table system, obtained using the JSGI phantom with the phantom holder and beam-limiting tool under

Rocco Papa, University of Naples Federico II, Italy Maria Paradiso, University of Sannio, Italy Domenico Patassini, IUAV, Venice, Italy Michele Pezzagno, University of Brescia,

Wang, J: Behaviors of solutions to a class of nonlinear degenerate parabolic equations not in divergence form. Winkler, M: Lager time behavior of solutions to degenerate