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arginine:agmatine antiporter activity
Known as:
arginine-agmatine exchange transporter activity
, lysine-cadaverine antiporter activity
, lysine/cadaverine antiporter activity
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Catalysis of the reaction: lysine(out) + cadaverine(in) = lysine(in) + cadaverine(out). [GOC:jl, PMID:10986235, TC:2.A.3.2.2]
National Institutes of Health
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2016
2016
Weil-Deligne representations and p-adic Hodge theory : motivation
2016
Corpus ID: 53622312
I’d quickly like to explain what this short note is about. I do this mostly to orient the reader, since (upon rereading) it’s…
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2015
2015
Environmentally friendly antiscalant effective in inhibition of scale formation and dispersing organic and colloidal matter in seawater desalination plants
Irene Marian
,
N. Adroer
,
E. Cortada
,
D. Vidal
,
J. Aumatell
2015
Corpus ID: 98558890
AbstractThe aim of the study is to evaluate the effectiveness of environmentally friendly antiscalant ADIC RO-18AdicGreen in…
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2015
2015
How Imagination Could Be Realized p-Adically?
M. Pitkänen
2015
Corpus ID: 73601899
One of the original motivations for identifying p-adic physics as a possible correlate for cognition, imagination and…
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2014
2014
p-adic approaches to the Langlands program
Shrenik Shah
2014
Corpus ID: 123183159
We develop and utilize p-adic Hodge theory in families in the context of local-global aspects of the Langlands program. Our first…
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2012
2012
Engineering Corynebacterium glutamicum as a designer-bug for the bio-based production of chemical building blocks and biofuel
S. Wieschalka
2012
Corpus ID: 87493132
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2010
2010
$p$-adic Beilinson conjecture for ordinary Hecke motives associated to imaginary quadratic fields (Algebraic Number Theory and Related Topics 2009)
Kenichi Bannai
,
G. Kings
2010
Corpus ID: 117036102
The purpose of this article is to show that the result of [BK] may be used to prove the p-adic Beilinson conjecture at non…
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2004
2004
MOD p DESCENT FOR HILBERT MODULAR FORMS
Chandrashekhar B. Khare
2004
Corpus ID: 56205452
Let F be a totally real extension of Q and ρF : Gal (F/F ) −→ GL2(k) be an absolutely irreducible, continuous, and odd…
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2002
2002
LUSZTIG’S GEOMETRIC APPROACH TO HALL ALGEBRAS
Zongzhu Lin
2002
Corpus ID: 15418235
The introduction of l-adic cohomology by M. Artin and Grothenieck was motivated by the Weil conjecture concerning the number of…
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1998
1998
p-Adic barrelledness and spaces of countable type
W. H. Schikhof
1998
Corpus ID: 11731631
Several notions of barelledness for locally convex spaces over non-archimedean valued fields are discussed in this paper and the…
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1983
1983
C∞-antiderivatives of p-adic C∞-functions
W. H. Schikhof
1983
Corpus ID: 118048040