Growth sequences of finite algebras
- 期刊名称Algebra Universalis
- 作者Herbert H. J. Riedel
- 卷第20卷
- 期第1期
- 印刷ISSN0002-5240
- 电子ISSN1420-8911
- 文件大小275.37KB
- 发表时间1985
- DOI10.1007/bf01236808
- 页码90-95
Li reactionsBalbes, M. J.; Feldman, G.; Kramer, L. H.; Weller, H. R.; Tilley, D. R. · Physical Review C · 1991
and the role of the tensor forceBalbes, M. J.; Feldman, G.; Weller, H. R.; Tilley, D. R. · Physical Review C · 1992
at and above the fusion resonance regionBalbes, M. J.; Riley, J. C.; Feldman, G.; Weller, H. R.; Tilley, D. R. · Physical Review C · 1994
A robust method for calculating the simplicity and orientation of planar polygonsR. Balbes; J. Siegel · 1991
and primordial nucleosynthesisBalbes, M. J.; Farrell, M. M.; Boyd, R. N.; Gu, X.; Hencheck, M.; Kalen, J. D.; Mitchell, C. A.; Kolata, J. J.; Lamkin, K.; Smith, R.; Tighe, R.; Ashktorab, K.; Becchetti, F. D.; Brown, J.; Roberts, D.; Wang, T.-F.; Humphreys, D.; Vourvopoulos, G.; Islam, M. S. · Physical Review Letters · 1993
He reaction and the (γ, <i>p</i> )/(γ, <i>n</i> ) ratio inFeldman, G.; Balbes, M. J.; Kramer, L. H.; Williams, J. Z.; Weller, H. R.; Tilley, D. R. · Physical Review C · 1990
Beta-delayed proton emission around N=50 and the rp-processM. Hellström; Z. Hu; A. Weber; M. Hencheck; M. J. Balbes; R. N. Boyd; D. Cano-Ott; R. Collatz; A. Guglielmetti; Z. Janas; M. Karny; R. Kirchner; J. Morford; D. J. Morrissey; G. Raimann; E. Roeckl; K. Schmidt; J. Szerypo · 1996
Cosheaves and distributions on toposesM. Bunge · Algebra Universalis · 1995
Boolean quotients of orthomodular latticesA. B. D'Andrea; S. Pulmannová · Algebra Universalis · 1995
A generalized permutahedronM. Pouzet; K. Reuter; I. Rival; N. Zaguia · Algebra Universalis · 1995
Orderpotentf-ringsA. M. Duval; P. J. Wojciechowski · Algebra Universalis · 1995
Some lattice models of bilinear logicJ. Lambek · Algebra Universalis · 1995
Category equivalences of clonesK. Denecke; O. Lüders · Algebra Universalis · 1995
Normally presented varietiesI. Chajda · Algebra Universalis · 1995
Cardinalities of σ-complete OML'sŽ. Perović · Algebra Universalis · 1995