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10 results for “Strategic Management”

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zenodo48/100

Datasets from Analysis of the strategic management of science, research and innovation thesis

<p>Datasets were obtained from Czech R&amp;D information system and used in my diploma thesis. The thesis (in Czech language) explores system of governance in R&amp;D in the Czech republic and his impacts on the field of molecular biology in the period of 1995-2014.</p>

opencc-by-4.0Jul 2021View details →
zenodo40/100

Strategic crisis management in the EU: reference list

<p>This dataset includes all the bibliographic references from the SAPEA evidence review report 'Strategic crisis management in the EU'.</p>

opencc-zeroNov 2022View details →
zenodo40/100

Simulation Results Data for 'Modelling new insecticide-treated bed nets for malaria-vector control: How to strategically manage resistance?'

<p>GENERAL INFORMATION</p> <p>1. Title of Dataset: Simulation Results Data for &#39;Modelling new insecticide-treated bed-nets for malaria-vector control: How to strategically manage resistance?&#39;</p> <p>2. Author Information<br> &nbsp;&nbsp; &nbsp;A. Investigator Contact Information<br> &nbsp;&nbsp; &nbsp;&nbsp;&nbsp; &nbsp;Name: Philip G. Madgwick<br> &nbsp;&nbsp; &nbsp;&nbsp;&nbsp; &nbsp;Institution: Syngenta&nbsp;<br> &nbsp;&nbsp; &nbsp;&nbsp;&nbsp; &nbsp;Address: Jealott&rsquo;s Hill International Research Centre, Bracknell, RG42 6EY, UK<br> &nbsp;&nbsp; &nbsp;&nbsp;&nbsp; &nbsp;Email: philip.madgwick@syngenta.com</p> <p>&nbsp;&nbsp; &nbsp;B. Investigator Contact Information<br> &nbsp;&nbsp; &nbsp;&nbsp;&nbsp; &nbsp;Name: Ricardo Kanitz<br> &nbsp;&nbsp; &nbsp;&nbsp;&nbsp; &nbsp;Institution: Syngenta&nbsp;<br> &nbsp;&nbsp; &nbsp;&nbsp;&nbsp; &nbsp;Address: Syngenta Crop Protection, Rosentalstrasse 67, CH-4058 Basel, Switzerland<br> &nbsp;&nbsp; &nbsp;&nbsp;&nbsp; &nbsp;Email: ricardo.kanitz@syngenta.com</p> <p><br> 3. Date of data collection (single date, range, approximate date): 2021-01-13 to 2021-02-01&nbsp;</p> <p>4. Geographic location of data collection: UK&nbsp;</p> <p>5. Information about funding sources that supported the collection of the data:&nbsp;</p> <p>This work was conducted during a postdoctoral research position for PGM funded by the Innovative Vector Control Consortium (IVCC).</p> <p><br> SHARING/ACCESS INFORMATION</p> <p>1. Licenses/restrictions placed on the data: NA</p> <p>2. Links to publications that cite or use the data: [UPDATE]</p> <p>3. Links to other publicly accessible locations of the data: NA</p> <p>4. Links/relationships to ancillary data sets: NA</p> <p>5. Was data derived from another source? No</p> <p>6. Recommended citation for this dataset: [UPDATE]</p> <p><br> DATA &amp; FILE OVERVIEW</p> <p>1. File List:&nbsp;<br> PSData_random6.csv - 10^6 random samples of each of the 17 parameters in the model, where rows are samples and columns are parameters (with column names corresponding to the parameters identified in the rows of Table 1 of the manuscript; see also DATA-SPECIFIC INFORMATION)<br> Data_random6_maxpsMixture_Fixed_mm.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A and B are used in a mixture (at rate k=1; see manuscript) as a fixed strategy for the entire run; the resistance allele at locus 1 has mitochondrial inheritance and the resistance allele at locus 2 has mitochondrial inheritance &nbsp;<br> Data_random6_maxpsMixture_Fixed_mn.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A and B are used in a mixture (at rate k=1; see manuscript) as a fixed strategy for the entire run; the resistance allele at locus 1 has mitochondrial inheritance and the resistance allele at locus 2 has nuclear inheritance &nbsp;<br> Data_random6_maxpsMixture_Fixed_nn.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A and B are used in a mixture (at rate k=1; see manuscript) as a fixed strategy for the entire run; the resistance allele at locus 1 has nuclear inheritance and the resistance allele at locus 2 has nuclear inheritance &nbsp;<br> Data_random6_Mixture_Fixed_mm.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A and B are used in a mixture (at rate k; see manuscript) as a fixed strategy for the entire run; the resistance allele at locus 1 has mitochondrial inheritance and the resistance allele at locus 2 has mitochondrial inheritance &nbsp;<br> Data_random6_Mixture_Fixed_mn.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A and B are used in a mixture (at rate k; see manuscript) as a fixed strategy for the entire run; the resistance allele at locus 1 has mitochondrial inheritance and the resistance allele at locus 2 has nuclear inheritance &nbsp;<br> Data_random6_Mixture_Fixed_nn.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A and B are used in a mixture (at rate k; see manuscript) as a fixed strategy for the entire run; the resistance allele at locus 1 has nuclear inheritance and the resistance allele at locus 2 has nuclear inheritance &nbsp;<br> Data_random6_Mosaic_Fixed_mm.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A and B are used at 50% frequency each as a fixed strategy for the entire run; the resistance allele at locus 1 has mitochondrial inheritance and the resistance allele at locus 2 has mitochondrial inheritance &nbsp;<br> Data_random6_Mosaic_Fixed_mn.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A and B are used at 50% frequency each as a fixed strategy for the entire run; the resistance allele at locus 1 has mitochondrial inheritance and the resistance allele at locus 2 has nuclear inheritance &nbsp;<br> Data_random6_Mosaic_Fixed_nn.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A and B are used at 50% frequency each as a fixed strategy for the entire run; the resistance allele at locus 1 has nuclear inheritance and the resistance allele at locus 2 has nuclear inheritance &nbsp;<br> Data_random6_Rotation_Fixed_mm.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A is used first in a rotation that switch between insecticides every 36 generations as a fixed strategy for the entire run; the resistance allele at locus 1 has mitochondrial inheritance and the resistance allele at locus 2 has mitochondrial inheritance &nbsp;<br> Data_random6_Rotation_Fixed_mn.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A is used first in a rotation that switch between insecticides every 36 generations as a fixed strategy for the entire run; the resistance allele at locus 1 has mitochondrial inheritance and the resistance allele at locus 2 has nuclear inheritance &nbsp;<br> Data_random6_Rotation_Fixed_nn.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A is used first in a rotation that switch between insecticides every 36 generations as a fixed strategy for the entire run; the resistance allele at locus 1 has nuclear inheritance and the resistance allele at locus 2 has nuclear inheritance &nbsp;<br> Data_random6_Rotation_Fixed_revmm.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide B is used first in a rotation that switch between insecticides every 36 generations as a fixed strategy for the entire run; the resistance allele at locus 1 has mitochondrial inheritance and the resistance allele at locus 2 has mitochondrial inheritance &nbsp;<br> Data_random6_Rotation_Fixed_revmn.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide B is used first in a rotation that switch between insecticides every 36 generations as a fixed strategy for the entire run; the resistance allele at locus 1 has mitochondrial inheritance and the resistance allele at locus 2 has nuclear inheritance &nbsp;<br> Data_random6_Rotation_Fixed_revnn.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide B is used first in a rotation that switch between insecticides every 36 generations as a fixed strategy for the entire run; the resistance allele at locus 1 has nuclear inheritance and the resistance allele at locus 2 has nuclear inheritance &nbsp;<br> Data_random6_SoloA_Fixed_mm.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A is used solo as a fixed strategy for the entire run; the resistance allele at locus 1 has mitochondrial inheritance and the resistance allele at locus 2 has mitochondrial inheritance &nbsp;<br> Data_random6_SoloA_Fixed_mn.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A is used solo as a fixed strategy for the entire run; the resistance allele at locus 1 has nuclear inheritance and the resistance allele at locus 2 has mitochondrial inheritance &nbsp;<br> Data_random6_SoloA_Fixed_nn.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide A is used solo as a fixed strategy for the entire run; the resistance allele at locus 1 has nuclear inheritance and the resistance allele at locus 2 has nuclear inheritance &nbsp;<br> Data_random6_SoloB_Fixed_mm.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide B is used solo as a fixed strategy for the entire run; the resistance allele at locus 1 has mitochondrial inheritance and the resistance allele at locus 2 has mitochondrial inheritance &nbsp;<br> Data_random6_SoloB_Fixed_mn.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide B is used solo as a fixed strategy for the entire run; the resistance allele at locus 1 has nuclear inheritance and the resistance allele at locus 2 has mitochondrial inheritance &nbsp;<br> Data_random6_SoloB_Fixed_nn.csv - simulation dataset of 10^6 runs for each set of randomly sampled parameters; insecticide B is used solo as a fixed strategy for the entire run; the resistance allele at locus 1 has nuclear inheritance and the resistance allele at locus 2 has nuclear inheritance &nbsp;</p> <p>2. Relationship between files, if important:&nbsp;</p> <p>Files are named in accordance with the variables that describe each simulation setup, as described above. Each simulation dataset has 10^6 runs that correspond to the 10^6 random samples of each of the 17 parameters in the model in &#39;PSData_random6.csv&#39;.</p> <p>3. Additional related data collected that was not included in the current data package: NA</p> <p>4. Are there multiple versions of the dataset? No</p> <p><br> METHODOLOGICAL INFORMATION</p> <p>1. Description of methods used for collection/generation of data: Data were collected using Simulator.R, which is in the vignettes of the &#39;detsims&#39; R package that accompanies the manuscript.&nbsp;</p> <p>2. Methods for processing the data: Data were processed using Figures.R, which is in the vignettes of the &#39;detsims&#39; R package that accompanies the manuscript.&nbsp;</p> <p>3. Instrument- or software-specific information needed to interpret the data: Analysis was conducted in R version 4.0.3 (2020-10-10), using R packages identified in Figures.R, which is in the vignettes of the &#39;detsims&#39; R package that accompanies the manuscript.&nbsp;</p> <p>4. Standards and calibration information, if appropriate: NA</p> <p>5. Environmental/experimental conditions: NA</p> <p>6. Describe any quality-assurance procedures performed on the data: NA</p> <p>7. People involved with sample collection, processing, analysis and/or submission: NA&nbsp;</p> <p><br> DATA-SPECIFIC INFORMATION FOR: PSData_random6.csv</p> <p>1. Number of variables:&nbsp;</p> <p>17 variables with column names that have the following parameter meanings (see Table 1 in the manuscript):&nbsp;<br> Population Size&nbsp;&nbsp; &nbsp;= N = starting population size (and carrying capacity in logistic model); random sample range on log-scale: 10^2 - 10^9<br> Intrinsic Birth Rate = b = % population growth rate (in logistic model); random sample following a standard log-normal distribution with mean=0 and sd=1<br> Intrinsic Death Rate = d = % breeding mosquitoes that die into next generation; random sample range: 0 - 1<br> Female Exposure&nbsp;&nbsp; &nbsp;= x_[female-symbol] = % female mosquitoes that receive a dose; random sample range: 0 - 1<br> Male Exposure x_[male-symbol] = % male mosquitoes that receive a dose; random sample range: 0 - 1<br> Initial Frequency A = f_0,A = starting frequency of allele A; random sample range on log-scale: 10^-9 - 10^-2, limited to be within the range 1/N - N/100 where N is Population Size<br> Effectiveness 1&nbsp;&nbsp; &nbsp;= m_1 = % dosed mosquitoes that die from insecticide 1; random sample range: 0 - 1<br> Resistance Restoration A = r_A = % return to baseline fitness with resistance allele A; random sample range: 0 - 1<br> Dominance of Resistance Restoration A = h^r_A = % resistance restoration in heterozygote with allele A; random sample range: 0 - 1<br> Resistance Cost A = c_A = % non-dosed mosquitoes that die from carrying allele A; random sample range on log-scale: 10^-3 - 10^-0.5<br> Dominance of Resistance Cost A = h^c_A = % resistance cost in heterozygote with allele A; random sample range: 0 - 1<br> Initial Frequency B = f_0,B = starting frequency of allele B; random sample range on log-scale: 10^-9 - 10^-2, limited to be within the range 1/N - N/100 where N is Population Size<br> Effectiveness 2&nbsp;&nbsp; &nbsp;= m_2 = % dosed mosquitoes that die from insecticide 2; random sample range: 0 - 1<br> Resistance Restoration B = r_B = % return to baseline fitness with resistance allele B; random sample range: 0 - 1<br> Dominance of Resistance Restoration B = h^r_B = % resistance restoration in heterozygote with allele B; random sample range: 0 - 1<br> Resistance Cost B = c_B = % non-dosed mosquitoes that die from carrying allele B; random sample range on log-scale: 10^-3 - 10^-0.5<br> Dominance of Resistance Cost B = h^c_B = % resistance cost in heterozygote with allele B; random sample range: 0 - 1</p> <p>2. Number of cases/rows:&nbsp;</p> <p>10^6, corresponding to the number of random samples&nbsp;</p> <p>3. Variable List: NA&nbsp;</p> <p>4. Missing data codes: NA</p> <p>5. Specialized formats or other abbreviations used: NA</p> <p><br> DATA-SPECIFIC INFORMATION FOR: all other dataset files (e.g. Data_random6_maxpsMixture_Fixed_mm.csv)&nbsp;</p> <p>1. Number of variables:&nbsp;</p> <p>10 variables with column names that have the following meanings:<br> A_t_50% = the recorded number of generations that it takes for resistance allele A to reach &gt;50% frequency; 0 means that resistance allele A never reaches &gt;50% frequency &nbsp;<br> A_f_250 = the frequency of resistance allele A at the 250th generation&nbsp;<br> A_f_bar = the mean frequency of resistance allele A over the first 250 generations &nbsp;<br> B_t_50% = the recorded number of generations that it takes for resistance allele B to reach &gt;50% frequency; 0 means that resistance allele B never reaches &gt;50% frequency &nbsp;<br> B_f_250 = the frequency of resistance allele B at the 250th generation&nbsp;<br> B_f_bar = the mean frequency of resistance allele B over the first 250 generations&nbsp;<br> nf_80% = the recorded number of generations that it takes for the female population size to recover to &gt;80% of its original size in the 0th generation; 0 means that the female population size never reaches &gt;80% recovery; 1 means that the female population size never drops below 80% of its original size in the 1st generation<br> nf_250 = the female population size at the 250th generation<br> nf_bar = the mean female population size over the first 250 generations&nbsp;<br> nf_ext = the recorded number of generations that it takes for the female population size to drop below 1 (i.e. population extinction); 0 means that female population size never reaches &lt;1</p> <p>2. Number of cases/rows:&nbsp;</p> <p>10^6, corresponding to the number of random samples&nbsp;</p> <p>3. Variable List: NA</p> <p>4. Missing data codes: all missing data is recorded as 0&nbsp;</p> <p>5. Specialized formats or other abbreviations used: NA</p>

opencc-by-4.0Jul 2021View details →
ClinicalTrials.gov36/100

Strategic Management to Optimize Response To Cardiac Resynchronization Therapy

ClinicalTrials.gov study NCT03089281. IPD Sharing: Not stated. Countries: 11. Publications: 1.

restrictedIPD-UNDECIDEDFeb 2026View details →
dryad36/100

Data from: Act for the best, prepare for the worst: Defining strategic mesopredator management triggers that safeguard apex predator eradication benefits

Open the record for dataset details and reuse information.

publicJan 2025View details →
zenodo32/100

Strategic Management of Cooperatives in the Society Era 5.0

<p>This material has presented on 2nd International Conference on Advance Research in Social and Economic Science in October 25, 2023.</p>

opencc-by-4.0Jun 2024View details →
zenodo28/100

Wildfire Risk Assessment for Strategic Forest Management in the Southern United States: a Bayesian Network Modeling Approach

Open the record for dataset details and reuse information.

openDec 2023View details →
zenodo28/100

ORGANIZATIONAL ENVIRONMENT AND THE ROLE OF STRATEGIC MANAGEMENT

Open the record for dataset details and reuse information.

opencc-by-4.0May 2024View details →
ClinicalTrials.gov28/100

Strategic Management to Improve CRT Using Multi-Site Pacing Post Approval Study (Reference # C1918)

ClinicalTrials.gov study NCT03257436. IPD Sharing: NO. Countries: 1. Publications: 0.

closedIPD-NOFeb 2026View details →
ClinicalTrials.gov28/100

Strategic MAnagement to Optimize Response To Cardiac Resynchronization Therapy Registry

ClinicalTrials.gov study NCT03075215. IPD Sharing: NO. Countries: 15. Publications: 0.

closedIPD-NOFeb 2026View details →

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Allen Brain Atlas

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dandi-nwb
electrophysiologyopenPublished Dandiset metadata and archive endpoints are available through the production DANDI API.
Last verified 2026-04-30Open record

International Brain Laboratory public data

The International Brain Laboratory public data releases expose standardized mouse decision-making experiments, including Neuropixels recordings, widefield calcium imaging, behavior, and session metadata accessed through the ONE API.

ibl
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Last verified 2026-04-29Open record

OpenNeuro

OpenNeuro is a free, open platform for sharing neuroimaging datasets, with public search, dataset pages, and download paths for web, S3, DataLad, and the OpenNeuro CLI.

openneuro
neuroscienceopenPublished datasets are available on demand over the internet.
Last verified 2026-04-29Open record