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Computer algebra systems work with exact computations from various fields within Mathematics. In recent years computations that have previously seemed...

This is still work in progress, so the information may be incomplete. Feedback is very welcome. If your publication relies on computer experiments or calculations...

As TA1 one of our tasks is improving the peer reviewing process of mathematical papers with a software component. Here is a list of potential criteria...

Our mission is to broaden the accessibility, usability and find-ability of mathematical research results so that the data can be used amongst different...

with the property that for all t1,ldots,tninT, |I+K(t1,ldots,tn)S|−al is the Laplace transform of (Xt1,ldots,Xtn), where K(t1,ldots,tn) denotes the matrix...

concentrate until, as the time t approaches t1, it becomes well-localized. (ii) Then u spreads out again after t1, and such concentration-diffusion phenomena...

left(expnlambda,auight) is a semitopological semilattice. All compact semilattice T1-topologies on expnlambda are described. Also we prove that for an arbitrary...

in: (Search for Journal in Brave) Abstract: For a given random sequence (C,T1,T2,ldots) with nonzero C and a.s. finite number of nonzero Tk, the nonhomogeneous...

cannot always be replaced by 2 even for T1-spaces). In this paper we also generalize (2) by showing that if X is a T1-space then |X|le2nus(X)cdot2s(X). It...

length a in the d-dimensional Euclidean space mathcalE, then the distances t1, cdots, td+1 of an arbitrary point in mathcalE to the vertices of S are related...

Journal in Brave) Abstract: A subspace bitrade of type Tq(t,k,v) is a pair (T0,T1) of two disjoint nonempty collections of k-dimensional subspaces of a v-dimensional...

are some primes q so that F is an eigenform for the Hecke operators T(q) and T1(q2). Full work available at URL: https://arxiv.org/abs/1608.00158 zbMATH Keywords...

records found. This page was built for publication: Every finite system of T1 uniformities comes from a single distance structure Report a bug (only for...

polynomials. We prove that calT1(F) is always a torsion mathbbC[t1,...,tq]-module. The we determine under which conditions on F we have calT1(F)=0. As an application...

attain scaling regimes with a characteristic length roughly proportional to t1/2, where t is the physical time, thus showing that the presence of junctions...

of the form Oepsilon(T1+epsilonU2) for the above integrals with biquadrates instead of square are shown to hold for T3/8leU=U(T)llT1/2. The connection between...

one Hi has a subgraph isomorphic to Gi. In this paper, for positive integers t1,t2,ldots,ts and n1,n2,ldots,nc the Ramsey number R(St1,St2,ldots,Sts,n1K2...

of the double transition scenario. The lower KT temperature is estimated as T1=0.496(2). Two decay exponents of KT transitions corresponding to higher and...

container, or the tours themselves? The answer is not clear. First, given a pair (T1,T2) of pick-up and delivery tours, it is polynomial to decide whether these...