… When p = 1 we find the Hamming distance, and when p = 2 we find the proper Euclidean
distance. When p → ∞, the L ∞ distance is the sup distance: maxi |di − mi |. This distance …

The metabolism of solid tumors is associated with high lactate production while growing in
oxygen (aerobic glycolysis) suggesting that tumors may have defects in mitochondrial function…

… by notifying specialized neighboring nodes called p-supporters. P-supporters are responsible
for keeping track of the sleep schedules of neighboring p-savers, for buffering data for …

We report a high-quality draft genome sequence of the domesticated apple (Malus ×
domestica). We show that a relatively recent (>50 million years ago) genome-wide duplication (…

… Every solution is defined up to multiplication by an invertible p×p matrix C, or equivalently up
… B of rank p define a critical point if and only if there is a set I and an invertible p × p matrix C …

… Pierre Baldi and Søren Brunak present the key machine learning approaches … P(x) for P(X
= x), or sometimes just P(X) if no confusion is possible. Actual distributions are denoted by P…

… conjugate prior is a Dirichlet distribution (Baldi and Brunak, 2001). The … P(µ|σ2)P(σ2), where
the marginal P(σ2) is scaled inverse gamma (Appendix) and the conditional distribution P(µ|…

… Finally, if M is an n x p(p ::5 n) matrix we shall denote by PM the matrix of the orthogonal
projection onto the subspace spanned by the columns of M. It is well known that …

… where E is the energy and p is the three-dimensional momentum of the particle. Similarly,
the invariant mass of more than two particles can be defined as the modulus of the particles’ …

… P(D) and P ( D | w ) by adjusting w. Clearly this is different from the KL between the posterior
P ( w | D ) and the prior P(… Thus, we use for P ( M ) a functional form such that P ( M | D ) has …