This post categorized under Vector and posted on March 14th, 2018.

The Vector Equilibrium as its name describes is the only geometric form wherein all of the vectors are of equal vectorgth. This includes both from its center point out to its cirvectorferential vertices and the edges (vectors) connecting all of those vertices.The underlying structure of the torus is the Vector Equilibrium or VE. It is the blueprint by which nature forms energy into matter. Buckminster Fuller one of the 20 th Centurys most prolific inventors coined the term Vector Equilibrium.The Vector equlibrium is the true zero reference of the energy mathematics. Zero pulsation in the Vector Equilibrium is the closest similarity that we know of vector and Eternity. The zero phase of the integrity inherent in the concept of positive and negative asymmetry that propagates the different forms of consciousness. .

Vector equilibrium identifies resilience as the capacity to prepare for recover from and adapt in the face of stress chalvectorges and adversity. Being resilient is not a trait but a learnable skill. Imagine training for a marathon or other physical chalvectorge time is spent honing muscles endurance and skills ensuring they are ready to perform at their optimal level.Fig. 450.11BProjection of 25 Great-Circle Planes in Vector Equilibrium System The complete vector equilibrium system of 25 great-circle planes shown as both a plane faced-figure and as the complete sphere (3 4 6 12 25). The heavy lines show the edges of the original 14-faced vector equilibrium.In this paper we study the existence of strong and weak solutions of the generalized vector equilibrium problems for trifunctions. Two special clvectores of vector-valued trifunctions are introdcued called the clvectores of (SPM) and (GPM) respectively. Some existence results for strong solutions vectorociated to functions of these clvectores are given.

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