ライフサイエンスコーパス: lemma

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1 mental way through a complexity minimisation lemma.

2 anying the Rodl-Skokan hypergraph regularity lemma.

3 and Schacht succeeded in proving a counting lemma accompanying the Rodl-Skokan hypergraph regularity

4 y, in some sections of the main veins in the lemma and glume, and in abaxial epidermis hair cells of

5 interaction of FUL2 with LHS1 could specify lemma and palea identity in the grass floret.

6 m1, expressed primarily in the outer organs (lemma and palea) that enclose developing florets and see

7 od for k-uniform hypergraphs, the regularity lemma and the counting lemma, have been obtained recentl

8 stem and also in determining the identity of lemmas and paleas; these two functions are separable, as

9 as modified petals and, possibly, palea and lemma as modified sepals.

10 Szemeredi's regularity lemma asserts that every graph can be decomposed into re

11 ts, a putative prephonological signal (i.e., lemma) evoked by the object picture appears to have beco

12 rphism type, yielding the so-called counting lemma for graphs.

13 Awns, extensions of the bract-like lemma found in all grass inflorescences, are normally de

14 , and in abaxial epidermis hair cells of the lemma, glume, and rachis.

15 raphs, the regularity lemma and the counting lemma, have been obtained recently: Rodl and Skokan (bas

16 The counting lemma is proved by reducing the counting problem to a si

17 The lemma is then used to derive the Bayesian shrinkage esti

18 The combined application of these two lemmas is known as the regularity method for graphs and

19 where normal glumes enclose reiterated palea/lemma-like organs.

20 tamens into carpels and lodicules into palea/lemma-like structures.

21 gfp expression in coleoptiles, epicarps, and lemma/palea of developing spikes.

22 ticle bombardment, Gfp was expressed only in lemmas, paleas and awns of developing spikelets.

23 An important lemma regarding the posterior mean of a normal likelihoo

24 These lemma-specific effects allow the spatiotemporal analysis

25 mply, through an elementary "dual convexity" lemma, that s(alphaA + betaV) is also convex in alpha >

26 and Rodl) generalized Szemeredi's regularity lemma to k-uniform hypergraphs, and Nagle, Rodl, and Sch

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