Bibliometrics

I do not particularly believe in bibliometric indicators, nor in the comforting idea that the value of a mathematical argument can be compressed into a small table of numbers.
Nevertheless, the Italian ministerial system (ASN) has decided that these numbers matter for the national scientific qualification, so here they are, duly collected and displayed.
Apparently, it is not enough to keep up with the philosophy of publish-or-perish; one must also attend to all the bibliometrics that the private entities on which the system relies fail to account for.

Publish-or-perish Bibliometrics
Links
Indicators

A manually curated list of bibliometric indicators.

Last data update July 02 2026.

Self-assessed Scopus WoS GScholar ResearchGate zbMATH MathSciNet
Articles 7 7 7 13 7 8 6
Citations 12 1 1 49 42 5 3
H-index 2 1 1 4 4 n/a n/a
Known issues
  • About the discrepancies in these numbers: Scopus and WoS do not count citations to an arXiv preprint after the final paper has appeared, even when the arXiv page correctly links to the published version. On the other hand, Scholar and ResearchGate also count preprints, theses, presentations, and many other web-scraped documents as publications, both as valid publications and citations.
  • ASN relevance: or the Italian National Scientific Habilitation, the relevant databases are Scopus and Web of Science. Notably, Scopus refuses to correct this missing citation count on their side (see Scopus support message). The other sources are displayed only for context.
  • Why manually curate the data: Most databases lack a convenient public API or use access restrictions and anti-bot systems. Values are therefore checked by hand and inserted in bibliometric-data.json
  • Web scraping test:: Scholar, Scopus.
Citation record
How do I assess my own citations?
  • Articles and citations are counted only if they have a DOI, excluding those that are attributed by arXiv and ResearchGate. The working assumption is that the remaining DOI-bearing articles have passed peer review.
  • The self-assessed indices are automatically calculated using a local citation database, which is manually curated by merging data from all sources listed in the indicators table above.
Last citation update July 02 2026.
  1. Reduction of L(infty)-Algebras of Observables on Multisymplectic Manifolds
    C. Blacker, A. M. Miti, L. Ryvkin
    DOI: 10.3842/SIGMA.2024.061
    1. Covariant canonical formulations of classical field theories
      F. Gieres
      DOI: 10.21468/SciPostPhysLectNotes.77
    2. More Insights into Symmetries in Multisymplectic Field Theories
      A. Guerra IV, N. Román-Roy
      DOI: 10.3390/sym15020390
    3. Multisymplectic observable reduction using constraint triples
      A. M. Miti, L. Ryvkin
      DOI: 10.1016/j.difgeo.2025.102272
    4. Constraint vector bundles and reduction of Lie (bi-)algebroids
      M. Dippell, D. Kern
      DOI: 10.1016/j.difgeo.2025.102242
    5. Reduction and reconstruction of multisymplectic Lie systems
      J. de Lucas, X. Gràcia, X. Rivas, N. Román-Roy, S. Vilariño
      DOI: 10.1088/1751-8121/ac78ab
    6. A description of classical field equations using extensions of graded Poisson brackets
      M. de Leon, R. Izquierdo-Lopez
      DOI: 10.1142/S0219887826502439
    7. Reduction Of Poisson Manifolds With Hamiltonian Lie Algebroids
      Y. Hirota, N. Ikeda
      DOI: 10.1016/S0034-4877(25)00063-1
  2. Observables on multisymplectic manifolds and higher Courant algebroids
    A. M. Miti, M. Zambon
    DOI: 10.1142/S0219199725500063
    1. Infinitesimal symmetries of bundle gerbes and Courant algebroids
      D. Djounvouna, D. Krepski
      DOI: 10.1007/s10711-024-00897-0
    2. Compatible E-differential forms on Lie algebroids over (pre-)multisymplectic manifolds
      N. Ikeda
      DOI: 10.3842/SIGMA.2024.025
  3. Multisymplectic actions of compact Lie groups on spheres
    A. M. Miti, L. Ryvkin
    DOI: 10.4310/JSG.2020.v18.n6.a6
    1. Hamiltonian dynamics and geometry on the two-plectic six-sphere
      M. Wagner, T. Wurzbacher
      DOI: accepted
  4. Derivation of the HOMFLYPT knot polynomial via helicity and geometric quantization
    A. M. Miti, M. Spera
    DOI: 10.1007/s40574-020-00254-5
    1. A hydrodynamical homotopy co-momentum map and a multisymplectic interpretation of higher-order linking numbers
      A. M. Miti, M. Spera
      DOI: 10.1017/S1446788720000518
  5. Multisymplectic observable reduction using constraint triples
    A. M. Miti, L. Ryvkin
    DOI: 10.1016/j.difgeo.2025.102272
    1. Reduction of L∞-algebras of observables on multisymplectic manifolds
      C. Blacker, A. M. Miti, L. Ryvkin
      DOI: 10.3842/SIGMA.2024.061
Disclaimer. These data are provided only for administrative purposes. They should not be read as a mathematical, scientific, or human evaluation of the work listed elsewhere on this website. Bibliometric values may differ across databases, update schedules, author-profile mergers, indexing choices, and the general mood of the algorithmic bureaucracy involved.