Spinning for India’s Independence

Girth, minimum degree, independence, and broadcast independence

An independent broadcast on a connected graph $G$is a function $f:V(G)to mathbb{N}_0$such that, for every vertex $x$ of $G$, the value $f(x)$ is at most the eccentricity of $x$ in $G$,and $f(x)>0$ implies that $f(y)=0$ for every vertex $y$ of $G$ within distance at most $f(x)$ from $x$.The broadcast independence number $alpha_b(G)$ of $G$is the largest weight $sumlimits_{xin V(G)}f(x)$of an ind...

Modified Linear Theory for Spinning or Non-Spinning Projectiles

Static and dynamic stability are the most important phenomena for stable flight atmospheric motion of spin and fin stabilized projectiles. If the aerodynamic forces and moments and the initial conditions are accurately known, an essentially exact simulation of the projectile’s synthesized pitching and yawing motion can be readily obtained by numerical methods. A modified trajectory linear theor...

Indias last bastion of polio at "tipping point".

Distance Learning a Place for Application of Independence Learner Theory

Introduction: With the arrival of new communication technologies, the process of learning from the teacher to the learner’s pivot with emphasis on the centrality of the learner has an independence movement and in determining the methods of teaching and assessment practices. On this basis the independence of the learner is one of the fundamental concepts of remote education system. The aim ...

Torus quantization for spinning particles.

We derive semiclassical quantization conditions for particles with spin. These generalize the Einstein-Brillouin-Keller quantization in such a way that, in addition to the Maslov correction, there appears another term which is a remnant of a non-Abelian geometric or Berry phase. This correction is interpreted in terms of a rotation angle for a classical spin vector.