Ryan M. Evans
National Institute of Standards and Technology
13 Papers
49 Citations
Ryan M. Evans is an academic researcher from National Institute of Standards and Technology. The author has contributed to research in topics: Field-effect transistor & Ode. The author has an hindex of 4, co-authored 13 publications. Previous affiliations of Ryan M. Evans include Bloomsburg University of Pennsylvania & University of Delaware.
Chat about Author
Papers
Enabling adoption of 2D-NMR for the higher order structure assessment of monoclonal antibody therapeutics
Robert G. Brinson,John P. Marino,Frank Delaglio,Luke W. Arbogast,Ryan M. Evans,Anthony J. Kearsley,Geneviève Gingras,Houman Ghasriani,Yves Aubin,Gregory K. Pierens,Xinying Jia,Mehdi Mobli,Hamish G. Grant,David W. Keizer,Kristian Schweimer,Jonas Ståhle,Göran Widmalm,Edward R. Zartler,Chad W. Lawrence,Patrick N. Reardon,John R. Cort,Ping Xu,Feng Ni,Saeko Yanaka,Koichi Kato,Stuart Parnham,Desiree Tsao,Andreas Blomgren,Torgny Rundlöf,Nils Trieloff,Peter Schmieder,Alfred Ross,Ken Skidmore,Kang Chen,David A. Keire,Darón I. Freedberg,Thea Suter-Stahel,Gerhard Wider,Gregor Ilc,Janez Plavec,Scott A. Bradley,Donna M. Baldisseri,Maurício L. Sforça,Ana Carolina de Mattos Zeri,Julie Yu Wei,Christina M. Szabo,Carlos A. Amezcua,John B. Jordan,Mats Wikström +48 more
TL;DR: The 2D-NMR method is shown to provide the measurement reliability needed to move the technique from an emerging technology to a harmonized, routine measurement that can be generally applied with great confidence to high precision assessments of the HOS of mAb-based biotherapeutics.
Applications of fractional calculus in solving Abel-type integral equations: Surface–volume reaction problem
TL;DR: This paper considers a class of partial integro-differential equations of fractional order, motivated by an equation which arises as a result of modeling surface-volume reactions in optical biosensors, and solves these equations by employing techniques from fractional calculus.
46
•Posted Content
Applications of fractional calculus in solving Abel-type integral equations: Surface-volume reaction problem
TL;DR: In this article, a class of partial integro-differential equations of fractional order is considered, motivated by an equation which arises as a result of modeling surface-volume reactions in optical biosensors.
40
Generating Sudoku puzzles and its applications in teaching mathematics
TL;DR: In this paper, a few methods for generating Sudoku puzzles are presented based on the concepts of matrix, permutation, and modular functions, which can be used to form application examples or student projects when teaching various mathematics courses.
7
Transport Phenomena in Biological Field Effect Transistors
TL;DR: A mathematical model for simulating biological field effect transistor (Bio-FET) experiments is introduced that takes the form of a nonlinear equation that describes evolution of reacting species.
4