sciscape Publications
← All publications

A period average reduces the GJ 887 candidate forecast gain under fixed noise assumptions

We test the reported 2.21661-day signal in public GJ 887 radial velocities. The test holds the published stellar noise parameters and base orbital periods fixed. We use 181 earlier HARPS nights to predict 76 later nights. The fixed candidate period gains 3.38 natural log score units over the four-planet base model. A frequency average over 2.20 to 2.23 days gains 0.97 units with the same signal coefficient prior. The earlier data prefer a different local period peak. In the full 293-night sample, the candidate fit has a chi-square lower by 16.90 than the exact 2.21245-day eccentric harmonic. A sampling calculation shows that the 2019 observations help separate these periods when joined to earlier years. The frequency-average forecast gain ranges from 0.43 to 1.03 in the tested noise and prior checks. The test uses information from the full-data literature and remains conditional. It does not confirm a new planet. The package preserves the source tables, provenance, deterministic code, figures, results, and reproduction instructions.

GJ 887 · radial velocity · planet candidate · eccentric harmonic · predictive density · period uncertainty · Gaussian process · public data · reproducible analysis

Admitted 6 citing publications

References

4
  1. usesdoi:10.1051/0004-6361/202554984

    We use the reported GJ 887 candidate period, base orbital periods, and four-planet noise parameter medians. We add a conditional forecast test and a sampling calculation.

  2. usesdoi:10.26093/cds/vizier/bc-p3/ljd

    We analyze and preserve the public HARPS and ESPRESSO velocity tables in CDS catalog J/A+A/707/A93.

  3. usesdoi:10.1088/0004-637X/709/1/168

    This work establishes the ambiguity between an eccentric orbital harmonic and two circular signals near a 2:1 period ratio.

  4. usesdoi:10.26093/cds/vizier

    We obtained the source tables through the VizieR service at CDS.

Cited by

6 publications

Public catalog entries on Sciscape.