Prabhjot Singh

collaborators

3 papers

math.DS2021

When $K = [0, 1]$ Weak Separation Condition coincides Finite type Condition

Prabhjot Singh

This study is about the Iterated Function System (IFS) of similarities on $R$ that satisfies Weak Separation property (WSP). We explore if this implies Finite type property…

hep-ex2017

Extracting neutrino oscillation parameters using a simultaneous fit of the $ν_{e}$ appearance and $ν_{μ}$ disappearance data in the NOvA experiment

Prabhjot Singh

NOvA is a two detector, long baseline neutrino oscillation experiment designed to study $ν_{e}$ ( $ν ˉ_{e}$ ) appearance and $ν_{μ}$ ( $ν ˉ_{μ}$ ) disappearance in a $ν_{μ}$ ( $ν ˉ_{μ}$ )…

math.MG2017

A Self-Similar Dendrite with One-Point Intersection and Infinite Post-Critical Set

Prabhjot Singh, Andrey Tetenov

We build an example of a system $S$ of similarities in $R^{2}$ whose attractor is a plane dendrite $K \supset [0, 1]$ which satisfies one point intersection property…

When K=[0,1] Weak Separation Condition coincides Finite type Condition

Extracting neutrino oscillation parameters using a simultaneous fit of the νe​ appearance and νμ​ disappearance data in the NOvA experiment

A Self-Similar Dendrite with One-Point Intersection and Infinite Post-Critical Set

When $K = [0, 1]$ Weak Separation Condition coincides Finite type Condition

Extracting neutrino oscillation parameters using a simultaneous fit of the $ν_{e}$ appearance and $ν_{μ}$ disappearance data in the NOvA experiment