A Geometric Proof of Mordell's Conjecture for Function Fields [PDF]
Let $\Cal C,\Cal C'$ be curves over a base scheme $S$ with $g(\Cal C)\ge 2$. Then the functor $T\mapsto\{$generically smooth $T$-morphisms $T\times_S\Cal C'\to T\times_S\Cal C\}$ from $((S$-schemes)) to ((sets)) is represented by a quasi-finite unramified $S$-scheme.
arxiv
Enzymes Produced by a Pseudomonas Species Which Inactivate Inhibitors of Certain Viral Hemagglutinins. I. Identification and Purification of a Proteinase and Phospholipase C [PDF]
Nathalie J. Schmidt+3 more
openalex +1 more source
The number of equations c=a+b satisfying the abc-conjecture [PDF]
We prove that for a positive integer $c$ and any given $\varepsilon$, $0<\varepsilon<1$, the number $N(c)$ of equations $c=a+b$, $a
arxiv
Gα15 and Gα16 Couple a Wide Variety of Receptors to Phospholipase C (*)
The murine G-protein α-subunit Gα15 and its human counterpart Gα16 are expressed in a subset of hematopoietic cells, and they have been shown to regulate β-isoforms of inositide-specific phospholipase C.
S. Offermanns, M. Simon
semanticscholar +1 more source
Improved Assay Method for Phospholipase C [PDF]
Susumu Kurioka, Pinghui V. Liu
openalex +1 more source
Four distinct subspecies of the insect hemolymph lipoprotein, lipophorin, that range in diacylglycerol (DAG) content from approximately 100 to 1000 molecules per particle, were treated with phospholipase C.
T.K Singh+4 more
doaj
Development of Novel, Potent Phosphatidyl–Choline-Specific Phospholipase C Inhibitors
The phosphatidyl−choline-specific phospholipase C (PC-PLC) enzyme has been shown to be an important enzyme involved in various cell-signaling processes.
Lisa I. Pilkington+2 more
doaj +1 more source
Phospholipase C from Bacillus cereus. Evidence for essential lysine residues [PDF]
Bjørg Aurebekk, Christopher B. Little
openalex +1 more source
Phospholipase C-γ as a Potential Therapeutic Target for Graves' Orbitopathy. [PDF]
Roh TH+5 more
europepmc +1 more source
From Subfactors to Categories and Topology II. The quantum double of tensor categories and subfactors [PDF]
We are concerned with the center (=quantum double) of tensor categories and prove generalizations of several results proven previously for quantum doubles of Hopf algebras. We consider F-linear tensor categories C with simple unit and finitely many isomorphism classes of simple objects. We assume that C is either a *-category (i.e. there is a positive *
arxiv