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- Marshall E. Bloom, David Albert Martin, +5 authors William Marciel de Souza
- Journal of virology
- 1997

The capsid proteins of the ADV-G isolate of Aleutian mink disease parvovirus (ADV) were expressed in 10 nonoverlapping segments as fusions with maltose-binding protein in pMAL-C2 (pVP1, pVP2a through… (More)

- Martin B. Oleksiewicz, Francis Costello, Marko Huhtanen, James B. Wolfinbarger, Soren Alexandersen, Marshall E. Bloom
- Journal of virology
- 1996

Confocal microscopy allowed us to localize viral nonstructural (NS) and capsid (VP) proteins and DNA simultaneously in cells permissively infected with Aleutian mink disease parvovirus (ADV). Early… (More)

- Marko Huhtanen
- SIAM J. Matrix Analysis Applications
- 2001

We present an algorithm for iteratively solving a linear system Nx=b, with a normal $N\in \mathbb{C}^{n \times n}$ and $b \in \mathbb{C}^n$, with an optimal 3-term recurrence by extending the… (More)

- Marko Huhtanen, Allan Perämäki
- Math. Comput.
- 2012

The R-linear Beltrami equation appears in applications, such as in the inverse problem of recovering the electrical conductivity distribution in the plane. In this paper, a new way to discretize the… (More)

A generic matrix $$A\in \,\mathbb {C}^{n \times n}$$A∈Cn×n is shown to be the product of circulant and diagonal matrices with the number of factors being $$2n-1$$2n-1 at most. The demonstration is… (More)

- Marko Huhtanen, Olavi Nevanlinna
- Numerische Mathematik
- 2000

Summary. We study how singular values and approximation numbers by algebraic operators of a bounded linear operator A on a separable Hilbert space H can be related to the speed of convergence of… (More)

- Marko Huhtanen, Rasmus Munk Larsen
- SIAM J. Matrix Analysis Applications
- 2001

Assume $N\in {\mathbb C}^{n \times n}$ is a square matrix with the characteristic polynomial p(z)=f(x,y)+ig(x,y). Viewing the spectrum $\sigma(N)$ of $N$ as an algebraic subvariety of ${\mathbb… (More)

- Marko Huhtanen
- 2007

Linear algebra of factoring a matrix into the product of two matrices with special properties is developed. This is accomplished in terms of the so-called inverse of a matrix subspace which yields an… (More)

- Marko Huhtanen
- SIAM J. Matrix Analysis Applications
- 2001

In this paper we consider the set of normal matrices ${\cal N} \subset \Bbb C^{n \times n}$ as a stratified submanifold of $\Bbb R^{2n^2}$. Based on the Toeplitz decomposition, we construct a… (More)

In this paper we present an algorithm for recursively generating orthogonal bivariate polynomials on a discrete set S ⊂ ∝2. For this purpose we employ commuting pairs of real symmetric matrices H, K… (More)