BUCHNERINE AND N(1)-(Z)-P-METHOXYCINNAMOYLBUCHNERINE, 2 NEW MACROCYCLIC ALKALOIDS FROM CLERODENDRUM-BUCHNERI

被引：20

作者：

LUMBU, S ^{[1
]}

HOOTELE, C ^{[1
]}

机构：

[1] UNIV BRUSSELS,FAC SCI,DEPT ORGAN CHEM,B-1050 BRUSSELS,BELGIUM

来源：

JOURNAL OF NATURAL PRODUCTS | 1993年 / 56卷 / 08期

关键词：

D O I：

10.1021/np50098a028

中图分类号：

Q94 [植物学];

学科分类号：

071001 ;

摘要：

Two new macrocyclic spermine alkaloids, buchnerine [1] and N1-(Z)-p-methoxycinnamoylbuchnerine [2], have been isolated from Clerodendrum buchneri (Verbenaceae), and their structures established by a study of their spectral and chemical properties.

引用

页码：1418 / 1420

页数：3

共 12 条

[1] MYRICOIDINE AND DIHYDROMYRICOIDINE, 2 NEW MACROCYCLIC SPERMIDINE ALKALOIDS FROM CLERODENDRUM-MYRICOIDES
BASHWIRA, S
HOOTELE, C
TETRAHEDRON, 1988, 44 (14) : 4521 - 4526
[2] Fully relativistic distorted-wave cross sections for electron impact ionization from the 2s, 2p1/2, and 2p3/2 subshells in ions with Z-N≥3, Z ≤ 92, and N ≤ 12
Fontes, CJ
Sampson, DH
Zhang, HL
ATOMIC DATA AND NUCLEAR DATA TABLES, 1999, 72 (02) : 217 - 238
[3] ALKALOIDS FROM VINCA-MINOR L .26. N(1)-METHYL-2-BETA,16-BETA-DIHYDROAKUAMMICINE-N(4) METHOCHLORIDE AND EPIPLEIOCARPAMINE N(4)-OXIDE, 2 NEW ALKALOIDS FROM VINCA-MINOR L
VOTICKY, Z
DOLEJS, L
GROSSMANN, E
COLLECTION OF CZECHOSLOVAK CHEMICAL COMMUNICATIONS, 1979, 44 (01) : 123 - 127
[4] PARTIAL SYNTHESIS OF NEW ERGOLINE DERIVATIVES FROM CLAVINE ALKALOIDS, .4. AGROCLAVINES MONOSUBSTITUTED AT N-1, C-2, AND N-6
EICH, E
SIEBEN, R
BECKER, C
ARCHIV DER PHARMAZIE, 1985, 318 (03) : 214 - 218
[5] New results from the studies of the N(1440)1/2+, N(1520)3/2-, and Δ(1620)1/2- resonances in exclusive ep → e′p′π+π- electroproduction with the CLAS detector
Mokeev, V. I.
Burkert, V. D.
Carman, D. S.
Elouadrhiri, L.
Fedotov, G. V.
Golovatch, E. N.
Gothe, R. W.
Hicks, K.
Ishkhanov, B. S.
Isupov, E. L.
Skorodumina, Iu.
PHYSICAL REVIEW C, 2016, 93 (02)
[6] A new chiral P,N-ligand derived from 1-phenylphospholane-2-carboxylic acid (phenyl-P-proline) for palladium-catalyzed asymmetric allylic substitution reactions
Sun, XM
Koizumi, M
Manabe, K
Kobayashi, S
ADVANCED SYNTHESIS & CATALYSIS, 2005, 347 (15) : 1893 - 1898
[7] Electronic structure of the members of the electron transfer series [NiL]z (z=3+, 2+, 1+, 0) and [NiL(X)]n (X = Cl, CO, P(OCH3)3) species containing a tetradentate, redox-noninnocent, Schiff base macrocyclic ligand L: an experimental and density functional theoretical study
Ghosh, Meenakshi
Weyhermueller, Thomas
Wieghardt, Karl
DALTON TRANSACTIONS, 2010, 39 (08) : 1996 - 2007
[8] 4-N-aryl(benzyl)amino-4-hetaryl-1-butenes as building blocks in heterocyclic synthesis.: 1.: New route to 4,6-dimethyl-2-pyridylquinolines from the 4-N-p-methylphenylamino-4-pyridyl-1-butenes
Méndez, LYV
Kouznetsov, V
Stashenko, E
Bahsas, A
Amaro-Luis, J
HETEROCYCLIC COMMUNICATIONS, 2001, 7 (04) : 323 - 326
[9] The Lesson Learned from the New c.2547-1G > T Mutation Combined with p.R854Q: When a Type 2N Mutation Reveals a Quantitative von Willebrand Factor Defect
Casonato, Alessandra
Cozzi, Maria Rita
Ferrari, Silvia
Rubin, Beatrice
Gianesello, Lisa
De Marco, Luigi
Daidone, Viviana
THROMBOSIS AND HAEMOSTASIS, 2022, 122 (09) : 1479 - 1485
[10] Functions f from Fn p, n=2m, to Z pk for which the character sum Hk f (pt, u) = ∼ x.Fn p. ptf (x) pk. u. x p (where.q=e2pi/ q is a q-th root of unity), has absolute value pm for all u. Fn p and 0=t = k-1, induce relative difference sets in Fn p x Z pk hence are called bent. Functions only necessarily satisfying |Hk f (1, u)| = pm are called generalized bent. We show that with spreads we not only can construct a variety of bent and generalized bent functions, but also can design functions from Fn p to Zpm satisfying |Hm f (pt, u)| = pm if and only if t. T for any T. {0, 1..., m-1}. A generalized bent function can also be seen as a Boolean (p-ary) bent function together with a partition of Fn p with certain properties. We show that the functions from the completed Maiorana-McFarland class are bent functions, which allow the largest possible partitions.
Meidl, Wilfried
Pott, Alexander
CRYPTOGRAPHY AND COMMUNICATIONS-DISCRETE-STRUCTURES BOOLEAN FUNCTIONS AND SEQUENCES, 2019, 11 (06): : 1233 - 1245

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