3 research outputs found
Extenzív szántók gyomcönológiai vizsgálata Észak-nyugat Dunántúlon = Phytosociological survey of weed communities on extensive fields in North-western Hungary
- Publication venue
- OTKA
- Publication date
- 01/01/2007
- Field of study
A Dunántúli-középhegység és a Nyugat-Magyarországi peremvidék extenzív vetéseiben a következő vegetációtípusok leírására került sor: Nyári aszpektusban bázikus-meszes vályogos talajon a Camelino-Anthemidetum caucalietosum; semleges talajon (vagy a nagyobb mérvű intenzifikációval) a Camelino-Anthemidetum typicum, savanyú talajon pedig a Camelino-Anthemidetum scleranthetosum. Ezeket a típusokat, bázikus homokon a Sisymbrio-Anthemidetum, míg savanyú homokon a Spergulo-Anthemidetum váltja fel. A szubatlantikus klíma befolyása alatt savanyú vályog- és agyagtalajokon az Aphano-Matricarietum scleranthetosum uralkodik. A Capsello-Descurainietum a növekvő intenzifikációval alakul ki a Camelino-Anthemidetum termőhelyén. A Camelino-Anthemidetum-ot őszi aszpektusban a tarlókon a Stachyo-Setarietum váltja fel, míg az Aphano-Matricarietum termőhelyén a Chenopodio-Oxalidetum a jellemző tarlószövetkezet. A kapáskultúrákban az egész vizsgált területen, bár sokszor csak nagyon elszegényedett formában az Echinochloo-Setarietum terjedt el. | In the surveyed area the following vegetation units have been distinguished: Camelino-Anthemidetum caucalidetosum as summer-association on loamy calcareous soils, Camelino-Anthemidetum typicum on neutral soils (or by larger intensification), Camelino-Anthemidetum scleranthetosum on acidic soils. These units are substituted by Sisymbrio-Anthemidetum on basic sand, while by Spergulo-Anthemidetum on acidic sand. Under the effect of Submediterranean climate Aphano-Matricarietum scleranthetosum on acidic loam and clay prevails. Capsello-Descurainietum evolves with increasing intensification in habitat of Camelino-Anthemidetum. Camelino-Anthemidetum is substituted by Stachyo-Setarietum as autumn-association on stubble fields while in the habitat of Aphano-Matricarietum, Chenopodio-Oxalidetum is the typical stubble community. In row crop fields Echinochloo-Setarietum is the most frequent association
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- Kimble G.
- Klee V.
- Kleene S. C.
- Kleinbaum D. G.
- Knapp A.
- Knapp A.
- Knopp K.
- Knopp K.
- Knopp K.
- Kolata G.
- Kolchin V. F.
- Krantz S. G.
- Krantz S. G.
- Krantz S. G.
- Krantz S. G.
- Krantz S. G.
- Krantz S. G.
- Kreyszig E.
- Kreyszig E.
- Kutta M. W. Z.
- Kutta Methods
- Laboratories
- Laboratories
- Lachlan R.
- Lachlan R.
- Lagarias J. C.
- Lambert J. D.
- Landau E.
- Langford C. D.
- Large Random Polygons
- Le Lionnais F.
- Le Lionnais F.
- Lehman R. S.
- Lemmermeyer F.
- Leo
- Leutwyler K.
- Levy H.
- Lindelöf E
- Lockwood E. H.
- Longridge M.
- MacMahon
- MacTutor History
- MacTutor History
- Maehara H.
- Mann B.
- Mannion D.
- Mansour T.
- Marlo E.
- Math
- Math
- Math
- Math
- Math
- Math
- Math
- Mathematica
- Mathematical Tables
- Mathematical Tables
- Mathematical Tables
- Mathematics
- Mathematics
- Mathematics
- Mathews G. B. Ch.
- Mathews J. H.
- McCrea W. H.
- McCune W.
- McKay B. D.
- McKay B. D.
- McMullen P.
- Mehta M. L.
- Metropolis M.
- Mikusinski J. G.
- Minc H.
- Mirimanoff D.
- Misner C. W.
- Modelle von Martin Schilling
- Moore G. H.
- More
- Morgan F.
- Moses L. E.
- Multiplicative
- Murray R. M.
- Nagell T.
- Nagell T.
- Nagell T.
- Nelson C.
- Nelson E.
- New York
- Nijenhuis A.
- Nijenhuis A.
- Now
- Numbers
- Numbers
- Numbers
- Ogilvy C. S.
- P' S INEQUALITY
- Palasti I.
- Palmer E. M.
- Papoulis A.
- Part II.
- Passmore J.
- Paths
- Patterson S. J.
- Pegg E. Jr.
- Peterson I.
- Petkovsek M.
- Piwakowski K.
- Platonic
- Plouffe S.
- Plouffe S.
- Plouffe S.
- Press
- Press W. H.
- Princeton
- Proc
- Properties
- Péter R.
- Péter R.
- Quart
- R' S LEMMA
- Radziszowski S.
- Radziszowski S. P.
- Ralston A.
- Ramanujan
- Ramanujan S.
- Ramsey Numbers
- Rank Test DC
- Rann A. G.
- Rawles B
- Rayleigh J. W.
- Read R. C.
- Reading MA
- Reckziegel H.
- Regular Point Coxeter H. S. M.
- Reid W. T.
- Related Fields
- Resolvable Designs
- Resolving Tree
- Reuleaux F.
- Reuleaux F.
- Rhomboidal Dodecahedron
- Ribbon Knot Functions
- Ribenboim P.
- Ribenboim P.
- Richmond H. W.
- Riele H.
- Riemann B.
- Riemann G. F. B.
- Riemannian
- Riesel H.
- Riffle Shuffle Perfect Shuffles
- Riordan J.
- Risch R.
- Ritz W.
- Rivest R. L.
- Rivest R. L.
- Robertson A.
- Robin G.
- Rogers L. J.
- Rolfsen D.
- Roman S.
- Root Node
- Roth B.
- Rudin W.
- Rudin W.
- Runge C.
- Ruskey F.
- Rényi A.
- S' ROTATION FORMULA
- Saaty T. L.
- Salamin E.
- Schmutzer E.
- Schoenert M.
- Schur
- Schur I.
- Sequences
- Simmons G. J.
- Singmaster D.
- Singularities
- Skiena S.
- Skiena S.
- Skiena S.
- Sloane N. J. A.
- Sloane N. J. A.
- Sloane N. J. A.
- Sloane N. J. A.
- Sloane N. J. A.
- Sloane N. J. A.
- Sloane N. J. A.
- Sloane N. J. A.
- Sloane's
- Sloane's
- Sloane's
- Sloane's
- Smale S.
- Smith D. E.
- Smith S.
- Smogorzhevskii A. S.
- Spitzer F.
- Statistics
- Steinbach P.
- Steinhaus H.
- Steinhaus H.
- Steinhaus H.
- Stieltjes T. J.
- Stoer J.
- Strange Attractors
- Sturmfels
- Stuttgart
- Sums
- Sys
- Szego G.
- Szego G.
- The
- The
- The
- The
- The
- The ADDITION
- The Riemann CONSTANT
- Theory
- Theory
- Theory
- There
- There
- This
- This RIEMANN
- Three-Space
- Titchmarsh E. C.
- Torquato S.
- Trott M.
- Two Circles
- Ueberhuber C. W.
- Ueberhuber C. W.
- Univ
- Universe
- Universities
- Using
- van der Waerden B. L.
- Vardi I.
- Vardi I.
- Varshalovich D. A.
- Veroyatnost
- Voisin C.
- Volume
- Wagon S.
- Wagon S.
- Wagon S.
- Wald R. M.
- Walk
- Walker R. J.
- Wall
- Washington DC
- Watson G. N.
- Wegner B.
- Weinberg S.
- Weisstein E. W.
- Wells D.
- Wells D.
- Wells D.
- Welsch
- Williams H. C.
- Williams R.
- Wimp J.
- Wolfram S.
- Xt
- Yaglom I. M.
- Yaglom I. M.
- Yates S.
- Yates S.
- York
- York
- York
- York
- York
- Zeilberger D.
- Zwillinger D.
- Zwillinger D.
- Zwillinger D.
- Zwillinger D.
- ÀÁ BINOMIAL COEFFICIENT
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