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From Eddybase
Created a basic introduction to the Eddycurrnetwork’s capabilities
m Deleted “math” from “math equations”
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This is Harry Yang’s page, a public instance of Eddybase, which I use to test out Eddybase’s capabilities of storing both human- and machine-readable information. Eddybase can store class notes, day-to-day workflows, and more. Its complement, the currnetwork, consists of processes to parse, modify, and synthesize the information.
This is Harry Yang’s page, a public instance of Eddybase, which I use to test out Eddybase’s capabilities of storing both human- and machine-readable information. Eddybase can store class notes, day-to-day workflows, and more. Its complement, the currnetwork, consists of processes to parse, modify, and synthesize the information.


Recently I’ve been testing math rendering integrations on Eddybase. Have some math equations:
Recently I’ve been testing math rendering integrations on Eddybase. Have some equations:


<math>0=\frac{V}{C} + L\frac{d^2V}{dt^2} + R\frac{dV}{dt}</math>
<math>0=\frac{V}{C} + L\frac{d^2V}{dt^2} + R\frac{dV}{dt}</math>


<math>\int_S{E\cdot dA}=\frac{Q_{\text{enc}}}{\varepsilon_0}</math>
<math>\int_S{E\cdot dA}=\frac{Q_{\text{enc}}}{\varepsilon_0}</math>

Revision as of 15:53, 26 October 2024

Welcome!

This is Harry Yang’s page, a public instance of Eddybase, which I use to test out Eddybase’s capabilities of storing both human- and machine-readable information. Eddybase can store class notes, day-to-day workflows, and more. Its complement, the currnetwork, consists of processes to parse, modify, and synthesize the information.

Recently I’ve been testing math rendering integrations on Eddybase. Have some equations:

0=VC+Ld2Vdt2+RdVdt

SEdA=Qencε0