Scholar4AI Updated 2026-10-26 13:22 UTC+09:00

Consumption Euler equation

area: Macroeconomics · 0 papers in the last 7 days

← Most-used equations and models

u′(ct)=βEt[(1+rt+1)u′(ct+1)]

Optimal saving condition: the marginal utility of consuming today equals the discounted expected return of saving it.

LaTeX: u'(c_t) = \beta\,E_t\big[(1 + r_{t+1})\,u'(c_{t+1})\big]

Names searched for: Euler equation, consumption Euler

Key findings

  • Consumption Euler equation was mentioned in 5 papers in the last 30 days (2026-09-27 to 2026-10-26), ranking #78 of the 104 equations and models mentioned.
  • By journal category: Economics (3) and Finance (2).
  • Most of them appeared in International Review of Economics & Finance (2), Journal of Public Economics (1) and Economic Modelling (1).
  • Often mentioned together with Cobb-Douglas production function (3), Solow growth model (3) and CES production function (2).
  • Datasets named in the same papers: International Energy Agency (IEA) (1), University of Michigan Surveys of Consumers (1) and India National Sample Survey (1).
  • From Apr 2024 to Sep 2026, 5 archived papers mentioned Consumption Euler equation in their title, abstract or keywords, most of them in Dec 2024 (2).

Mentions over 30 months

Papers mentioning it by publication month, Apr 2024 to Sep 2026 (titles, abstracts and keywords)
TrendApr 24–Sep 24Oct 24–Sep 25Oct 25–Sep 2630 months
0415
Papers mentioning Consumption Euler equation, newest first.
DateTitleJournalAuthorsAffiliations
2026-10-07Pollution-augmenting innovation and sustainable growthInternational Review of Economics & FinanceChang-Ho Yoon, Sang Won YoonSouthern Connecticut State University
2026-10-06Identity politics, partisan sentiment and household spendingJournal of Public EconomicsArkadev Ghosh, Aruni Mitra, Ronit MukherjiNational Bureau of Economic Research; Duke University; University of Manchester; …
2026-10-01The resilience dividend: A tractable climate-economy modelEconomic ModellingAndrea Bacchiocchi, Fabio Tramontana, Federico FavarettoUniversity of Urbino; University of Ferrara; Bocconi University
2026-10-01An arbitrarily precise global closed form approximation for the neoclassical growth modelJournal of Mathematical EconomicsJordan Roulleau-PasdeloupBanque de France
2026-09-29Policymakers’ term limits and corporate income tax competition in a growing economy with international knowledge spilloverInternational Review of Economics & FinanceNoritaka Maebayashi, Keiichi MorimotoNanzan University; Meiji University
Cite this page

Scholar4AI. (2026). Consumption Euler equation. Journal Research Rankings. Retrieved October 26, 2026, from https://scholar4ai.com/equations/consumption-euler-equation

@misc{scholar4ai-equations-consumption-euler-equation,
  author = {{Scholar4AI}},
  title = {Consumption Euler equation},
  year = {2026},
  howpublished = {\url{https://scholar4ai.com/equations/consumption-euler-equation}},
  urldate = {2026-10-26},
  note = {Journal Research Rankings; data from OpenAlex (CC0); licensed CC BY-NC 4.0}
}

Free to reuse for non-commercial purposes with attribution (CC BY-NC 4.0).