Polarized (POL) training intensity distribution (TID) emphasizes high-volume low-intensity exercise in zone (Z)1 (< first lactate threshold) with a greater proportion of high-intensity Z3 (>second lactate threshold) compared to Z2 (between first and second lactate threshold). In highly trained rowers there is a lack of prospective controlled evidence whether POL is superior to pyramidal (PYR; i...

The nonanalyticity and the sign problem in Z3-symmetric heavy quark model at low temperature are studied phenomenologically. For free quarks, is analyzed relation to zeros of grand canonical partition function. effective Polyakov-line (EPLM) strong coupling limit also considered as an phenomenological QCD with large mass temperature. We examine how EPLM approaches original one zero-temperature ...

Tutte conjectured that every 4-edge-connected graph admits a nowhere-zero Z3-flow and Jaeger et al. [Group connectivity of graphs–a nonhomogeneous analogue of nowhere-zero flow properties, J. Combin. Theory Ser. B 56 (1992) 165-182] further conjectured that every 5-edge-connected graph isZ3-connected.These two conjectures are in general open and few results are known so far. Aweaker version of ...

This paper provides a detailed description of the architecture of the Z1 and Z3 computing machines that Konrad Zuse designed in Berlin between 1936 and 1941. The necessary basic information was obtained from a careful evaluation of the patent application Zuse filed in 1941. Additional insight was gained from a software simulation of the machine’s logic. The Z1 was built using purely mechanical ...

We show the existence of realistic vacua in string theory whose observable sector has exactly the matter content of the MSSM. This is achieved by compactifying the E8 ×E8 heterotic superstring on a smooth Calabi-Yau threefold with an SU(4) gauge instanton and a Z3 ×Z3 Wilson line. Specifically, the observable sector is N = 1 supersymmetric with gauge group SU(3)C × SU(2)L ×U(1)Y ×U(1)B−L, three...

We extend previous computations of Calabi-Yau metrics on projective hypersurfaces to free quotients, complete intersections, and free quotients of complete intersections. In particular, we construct these metrics on generic quintics, four-generation quotients of the quintic, Schoen CalabiYau complete intersections and the quotient of a Schoen manifold with Z3 × Z3 fundamental group that was pre...