<p>Left: Normalised sum over S(Q,ω = 0) at 0 < Q < 2 Å<sup>-1</sup> on IN6 (triangles), IN13 (squares), and IN16 (circles). Right: Sum over S(Q,ω = 0) at 0 < Q < 4.9 Å<sup>-1</sup> on IN13. wtP2, red; P2-P38G, blue.</p
Abstract. If β> 1, then every non-negative number x has a β-expansion, i.e., x = 0(x)
20 pages, 1 article*Using Mathematica to Obtain Expected Values of Sums of Squares* (Federer, Walter...
We demonstrate that also the second sum involved in Apéry’s proof of the irrationality of ζ(3) becom...
Let ABC be a triangle. Let A'A'', B'B'', and C'C'' be tangents to the incircle of ABC and parallel t...
Denote by R[lowered m] the ring of integers in the cyclotomic number field Q (e[raised 2[pi]i/m]) . ...
Rounding Off to Powers of Two in Coninuous Relaxations of Capacitated Lot Sizing Problem
AbstractA sample theorem is the following: −1 can be represented as a sum of three squares of number...
49 pages, 1 article*Illustrative Calculations of Sums of Squares in the 2-Way Crossed Classification...
• A survey of normal forms in monoids that are ◮ based on greedy algorithms (Garside normalisation),...
Hypothetical data are used to illustrate calculations of sums of squares in the 2-way crossed classi...
Let ABC be an acute triangle with altitudes AA', BB', and CC'. The sum of the altitudes is equal to ...
Triangular numbers, series, infinit sum, reciprocals of triangular numbers, areaThe sum of the recip...
<p>Circular distributions of tapping in Ai, H2, H3, and H4 in ISI 400, 500, and 600 ms, and random c...
AbstractFor every normalized measure σ on the unit circle T let tσ(n) be the maximal integer t such ...
Let ABC be a triangle. Let A'A'', B'B'', and C'C'' be tangents to the incircle of ABC and parallel t...
Abstract. If β> 1, then every non-negative number x has a β-expansion, i.e., x = 0(x)
20 pages, 1 article*Using Mathematica to Obtain Expected Values of Sums of Squares* (Federer, Walter...
We demonstrate that also the second sum involved in Apéry’s proof of the irrationality of ζ(3) becom...
Let ABC be a triangle. Let A'A'', B'B'', and C'C'' be tangents to the incircle of ABC and parallel t...
Denote by R[lowered m] the ring of integers in the cyclotomic number field Q (e[raised 2[pi]i/m]) . ...
Rounding Off to Powers of Two in Coninuous Relaxations of Capacitated Lot Sizing Problem
AbstractA sample theorem is the following: −1 can be represented as a sum of three squares of number...
49 pages, 1 article*Illustrative Calculations of Sums of Squares in the 2-Way Crossed Classification...
• A survey of normal forms in monoids that are ◮ based on greedy algorithms (Garside normalisation),...
Hypothetical data are used to illustrate calculations of sums of squares in the 2-way crossed classi...
Let ABC be an acute triangle with altitudes AA', BB', and CC'. The sum of the altitudes is equal to ...
Triangular numbers, series, infinit sum, reciprocals of triangular numbers, areaThe sum of the recip...
<p>Circular distributions of tapping in Ai, H2, H3, and H4 in ISI 400, 500, and 600 ms, and random c...
AbstractFor every normalized measure σ on the unit circle T let tσ(n) be the maximal integer t such ...
Let ABC be a triangle. Let A'A'', B'B'', and C'C'' be tangents to the incircle of ABC and parallel t...
Abstract. If β> 1, then every non-negative number x has a β-expansion, i.e., x = 0(x)
20 pages, 1 article*Using Mathematica to Obtain Expected Values of Sums of Squares* (Federer, Walter...
We demonstrate that also the second sum involved in Apéry’s proof of the irrationality of ζ(3) becom...