166,646 research outputs found
Analysis programs used for the article Five Cytochrome 'Nanowires' Suffice for Prokaryotes to Breathe Rocks Microns Away
<p>This repository contains the analysis scripts that were developed for the manuscript titled: Five Cytochrome ‘Nanowires’ Suffice for Prokaryotes to Breathe Rocks Microns Away.</p>
<p>The repository comprises four files/directories. </p>
<p>1) CompareExpAndCalcRedoxTitrationAnalysis.py : A python script to generate Figure 2, which compares simulated and measured spectroelectrochemical titration curves.</p>
<p>2) BioDCv2 : Version 2.0 of the BioDC program written by Matthew J. Guberman-Pfeffer.</p>
<p>3) RedoxCooperativityInOmcS.zip : An example of using BioDC to compute redox cooperativities. The data is in Figure 5 of the manuscript.</p>
<p>4) ComputeDiffusionConstantForAllPermutationsOfDeltaG.zip : A package of Python scripts that computes the diffusion constant for all possible sequences of a set of redox potentials. The resulting data is discussed in the manuscript.</p>
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Jonas (Klaus W.) (ed.). Deutsche Weltliteratur. Von Goethe bis Ingeborg Bachmann. Festgabe fur J. Allan Pfeffer
Bier Jean Paul. Jonas (Klaus W.) (ed.). Deutsche Weltliteratur. Von Goethe bis Ingeborg Bachmann. Festgabe fur J. Allan Pfeffer. In: Revue belge de philologie et d'histoire, tome 57, fasc. 1, 1979. Antiquité - Oudheid. pp. 216-217
Jonas (Klaus W.) (ed.). Deutsche Weltliteratur. Von Goethe bis Ingeborg Bachmann. Festgabe fur J. Allan Pfeffer
Bier Jean Paul. Jonas (Klaus W.) (ed.). Deutsche Weltliteratur. Von Goethe bis Ingeborg Bachmann. Festgabe fur J. Allan Pfeffer. In: Revue belge de philologie et d'histoire, tome 57, fasc. 1, 1979. Antiquité - Oudheid. pp. 216-217
[Report to Chief J. E. Curry, by an unknown author #1]
Report to Chief J. E. Curry, by an unknown author. The report contains a list of officers who gave depositions to the United States Attorney
[Report to Chief J. E. Curry, by an unknown author #2]
Report to Chief J. E. Curry, by an unknown author. The report contains a list of officers who gave depositions to the United States Attorney
Henstock-Kurzweil integral on sets
summary:The generalized Riemann integral of Pfeffer (1991) is defined on all bounded subsets of , but it is additive only with respect to pairs of disjoint sets whose closures intersect in a set of -finite Hausdorff measure of codimension one. Imposing a stronger regularity condition on partitions of sets, we define a Riemann-type integral which satisfies the usual additivity condition and extends the integral of Pfeffer. The new integral is lipeomorphism-invariant and closed with respect to the formation of improper integrals. Its definition in coincides with the Henstock-Kurzweil definition of the Denjoy-Perron integral
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