Carleton University

works on

ATLAS detector 3 effective field theory 2 b-quark final states 1 cross-section measurement 1 diboson production 1 dilepton production 1 exotic decays 1 higgs boson 1 lepton flavour universality 1 scalar particles 1 semileptonic final state 1 top quark physics 1

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most citedRobust and Feasible QoS-Aware mmWave Massive MIMO Hybrid Beamforming

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math.NT2026

Powers as Fibonacci Sums

Benjamin Earp-Lynch, Simon Earp-Lynch, Omar Kihel +1

We examine the equation $y^{a} = i = 1 \sum k F_{n_{i}}$ for positive integers $y, a \geq 2$ and $k \geq 3$ . This equation can be expressed as a problem in terms of the Zeckendor…

math.NT2026

Extension of the Equation $j = 1 \sum k j F_{j}^{p} = F_{n}^{q}$ to a Family of Lucas Sequences

Benjamin Earp-Lynch, Simon Earp-Lynch, Omar Kihel +1

We solve the equation $j = 1 \sum k j U_{j} (x, y)^{p} = U_{n} (x, y)^{q}$ positive integers $x, p, q, k, n$ , with $y = \pm 1$ and $max {p, q} \leq 11$ , where $U_{m}(x,y)=\frac{Î±^{m}-Î²^…

Powers as Fibonacci Sums

Extension of the Equation j=1∑k​jFjp​=Fnq​ to a Family of Lucas Sequences

Extension of the Equation $j = 1 \sum k j F_{j}^{p} = F_{n}^{q}$ to a Family of Lucas Sequences