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pro vyhledávání: '"Rogers, Mark A."'
Autor:
Piccinini-Vallis, Helena, Evdaev, Vlad, Asaminew, Joseph, McCurdy, Therese, Rogers, Mark, Vallis, Michael
Publikováno v:
In Obesity Pillars December 2024 12
Publikováno v:
In Human Movement Science December 2024 98
Autor:
Pagnamenta, Alistair T., Yu, Jing, Walker, Susan, Noble, Alexandra J., Lord, Jenny, Dutta, Prasun, Hashim, Mona, Camps, Carme, Green, Hannah, Devaiah, Smrithi, Nashef, Lina, Parr, Jason, Fratter, Carl, Ibnouf Hussein, Rana, Lindsay, Sarah J., Lalloo, Fiona, Banos-Pinero, Benito, Evans, David, Mallin, Lucy, Waite, Adrian, Evans, Julie, Newman, Andrew, Allen, Zoe, Perez-Becerril, Cristina, Ryan, Gavin, Hart, Rachel, Taylor, John, Bedenham, Tina, Clement, Emma, Blair, Ed, Hay, Eleanor, Forzano, Francesca, Higgs, Jenny, Canham, Natalie, Majumdar, Anirban, McEntagart, Meriel, Lahiri, Nayana, Stewart, Helen, Smithson, Sarah, Calpena, Eduardo, Jackson, Adam, Banka, Siddharth, Titheradge, Hannah, McGowan, Ruth, Rankin, Julia, Shaw-Smith, Charles, Evans, D. Gareth, Burghel, George J., Smith, Miriam J., Anderson, Emily, Madhu, Rajesh, Firth, Helen, Ellard, Sian, Brennan, Paul, Anderson, Claire, Taupin, Doug, Rogers, Mark T., Cook, Jackie A., Durkie, Miranda, East, James E., Fowler, Darren, Wilson, Louise, Igbokwe, Rebecca, Gardham, Alice, Tomlinson, Ian, Baralle, Diana, Uhlig, Holm H., Taylor, Jenny C.
Publikováno v:
In The American Journal of Human Genetics 6 June 2024 111(6):1140-1164
Publikováno v:
In Journal of Biomechanics January 2024 163
Publikováno v:
In Journal of Biomechanics March 2023 150
Akademický článek
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Publikováno v:
Games. 13(1):18. 2022
Debates on an EU-leaving referendum arose in several member states after Brexit. We want to highlight how the exit of an additional country affects the power distribution in the Council of the European Union. We inspect the power indices of the membe
Externí odkaz:
http://arxiv.org/abs/1808.05142
Autor:
Lanza, Marcel B., Fujimoto, Masahiro, Magder, Larry, McCombe-Waller, Sandy, Rogers, Mark W., Gray, Vicki L.
Publikováno v:
Journal of NeuroEngineering & Rehabilitation (JNER); 11/5/2024, p1-10, 10p
Autor:
Rogers, Mark W., Wickham, Cameron
For a Noetherian local ring (R, m) having a finite residue field of cardinality q, we study the connections between the ideal Z(R) of R[x], which is the set of polynomials that vanish on R, and the ideal Z(m), the polynomials that vanish on m, using
Externí odkaz:
http://arxiv.org/abs/1607.02482
A positive integer k is a length of a polynomial if that polynomial factors into a product of k irreducible polynomials. We find the set of lengths of polynomials of the form x^n in R[x], where (R, m) is an Artinian local ring with m^2 = 0.
Comm
Comm
Externí odkaz:
http://arxiv.org/abs/1607.02236