The applications of mathematics research are extensive, spanning a variety of scientific and interdisciplinary areas. The fewer restrictions placed on access to these outputs and data means that more people may benefit from the research.
As a pioneer in open science, F1000Research provides a high-quality venue for academics to disseminate their Mathematics research quickly and openly. Additionally, our open post-publication peer review process enables authors to liaise with their expert peer reviewers and receive constructive feedback on their findings.
Our scope covers all areas within Mathematics including but not limited to:
Algebra
Applied & Interdisciplinary Mathematics
Biostatistics
Combinatorics
Differential Equations
Discrete Mathematics
Function Theory (Complex Analysis)
Geometry
Graph Theory
Logic
Number Theory
Probability
Statistics
Topology
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Featured Mathematics Research
A guide to creating design matrices for gene expression experiments [version 1; peer review: 2 approved]
Law CW, Zeglinski K, Dong X et al.
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A theoretical model for optimal control of banana Moko (Musa AAB Simmonds) [version 2; peer review: 2 approved]
Grajales-Amorocho M and Muñoz Loaiza A.
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rmcorrShiny: A web and standalone application for repeated measures correlation [version 2; peer review: 2 approved]
Marusich LR and Bakdash JZ.
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FDRestimation: Flexible False Discovery Rate Computation in R [version 2; peer review: 2 approved]
Murray MH and Blume JD.
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Statistical models for the deterioration of kidney function in a primary care population: A retrospective database analysis [version 2; peer review: 2 approved]
Darras K, Rahman D, Sugito W et al.
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Neurons with dendrites can perform linearly separable computations with low resolution synaptic weights [version 3; peer review: 3 approved]
Cazé RD and Stimberg M.
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Starting your publication journey with F1000Research couldn’t be easier.
Thanks to our rapid publication model, your research is quickly available to read, share and cite. Once published, all articles undergo our unique post-publication peer review process that encourages a collaborative and constructive approach to research.
Discover more from F1000Research
RPackage Gatway
The RPackage Gateway publishes articles describing new R packages and other contributions to R statistics.
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We publish all types of research outputs, from traditional Research Articles to null studies and protocols.