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Department of Mathematics and Computer Studies
Mathematics and Computer Studies (Peer reviewed publications)
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FACULTY OF ARTS
Department of Mathematics and Computer Studies
Mathematics and Computer Studies (Peer reviewed publications)
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Titles
Minimizing oblique errors for robust estimating
[1]
Mitigating collinearity in linear regression models using ridge, surrogate and raised estimators
[1]
Moduli schemes of generically simple Azumaya modules
[1]
The moduli stack of vector bundles on a curve (Pre-published Version)
[1]
Moduli stacks of vector bundles on curves and the King–Schofield rationality proof (Pre-published version)
[1]
Moishezon twistor spaces without effective divisors of degree one (pre-published version)
[1]
New examples of stable bundles on Calabi-Yau threefolds (Pre-published Version)
[1]
A note on the computation of symmetric powers of hyperbolic forms and of trace froms on symbol algebras
[1]
On a relative Fourier-Mukai transform on genus one fibrations
[1]
On moduli stacks of G-bundles over a curve (Pre-published version)
[1]
On semistable vector bundles over curves (Pre-published version)
[1]
The Picard group of a coarse moduli space of vector bundles in positive characteristic (Pre-published version)
[1]
Poincaré families and automorphisms of principal bundles on a curve (Pre-published version)
[1]
Poincaré families of G-bundles on a curve (Pre-published version)
[1]
Rationality and Poincaré families for vector bundles with extra structure on a curve (Pre-published version)
[1]
Response surface designs using the generalized variance inflation factors
[1]
Solving cubic equations in two variables
[1]
Some moduli stacks of symplectic bundles on a curve are rational (Pre-published version)
[1]
Stability of Arakelov bundles and tensor products without global sections
[1]
SU(5) heterotic standard model bundles (Pre-published version)
[1]
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