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oe

abbreviation

1. Oersted.

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biographical name

1. Kenzaburo 1935–     Jp. writer.

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noun

1. A small island.

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residual

1. Old English.

2. Oersted(s).

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Oe Sentence Examples

Diogenes Laertius in his account of the Stoics (vii.85, Tr] y OE - Opµrt y 4ao-c TO TO TripeEv EaITO) uses the phrase TnpEiv EavrO to describe the instinct for self-preservation, the inward harmony of Chrysippus, the recognition of which is auve1,50ves.0 | 0 |
Cap,tale afPrno,oe, From the southern PHwX~ V~ ROOd O.,.na ~ 3 borders of Egypt to *b.,sIi., Ramp,, ---.0 | 0 |
Thus ii AB, BC, CD represent the given loads, in the force-diagram, we construct the sides corresponding to OA, OB, OC, OD in the funicular; we then draw the closing line of the funicular polygon, and a parallel OE to it in the force diagram.0 | 0 |
.-y:a::CF:CG::OE:OD,0 | 0 |
Through any point 0 in this common perpendicular draw 0A1 parallel to B~C~ and OAi parallel to B2C,; make those lines pro B1 C2 portional to the angular velocities D ~ about the axes to which they are P respectively paiallel; complete the ~ B2 parallelogram OA1 EA2, and draw the diagonal OE; divide BiBf in D into C, two parts, inversely proportional to the angular velocities about the axes which they respectively adjoin; A2 through D parallel to OE draw DT.0 | 0 |
This circumstance gave rise to a number of proverbial expressions, like Avriicbpas oe bei or "naviget Anticyram," and to frequent allusions in the Greek and Latin writers.0 | 0 |
Oe, Oesophagus.0 | 0 |
OE in tngb r ne hute r?0 | 0 |
The prologue is an organic portion of the Gospel and not a preface written to conciliate a philosophic public. It assumes that the Logos idea is familiar in Christian theology, and vividly summarizes the main features of the Philonic conception - the eternal existence of the Logos, its relation to God (7rpds rem OE 6v, yet distinct), its creative, illuminative and redemptive activity.0 | 0 |
Regarding the ultimate curve as derived from a given penultimate curve, we connect with the ultimate curve, and consider as belonging to it, certain points called " summits " cn the component curves P 1 = o, P2 =o respectively; a summit / is a point such that, drawing from an arbitrary point 0 the tangents to the penultimate curve, we have OE as the limit of one of these tangents.0 | 0 |
* The following sentence examples have been gathered from multiple sources to keep up with the current times, none of them represent the opinions of Word Game Dictionary

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