File: C:/active/add5/U56181-0.txt
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Equal signs "=" before and after a word or phrase indicate =bold=
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Carat symbol "^" designates a superscript.
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Underscores "_" before and after a word or phrase indicate _italics_
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and of the
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First and Second Annual Reports Price 30 cts. each
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1. Sandusky Flora. pp. 167. E. L. MOSELEY 60 cts.
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2. The Odonata of Ohio. pp. 110. DAVID S. KELLICOTT 60 cts.
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7. Ecological Study of Big Spring Prairie. pp. 96.
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8. The Coccidæ of Ohio, i. pp. 66. JAMES G. SANDERS 50 cts.
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10. Ecological Study of Brush Lake. pp. 20. J. H. SCHAFFNER,
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11. The Willows of Ohio. pp. 60. ROBERT F. GRIGGS 50 cts.
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15. Trees of Ohio and Surrounding Territory. pp. 122.
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17. Fauna of the Maxville Limestone. pp. 65. W. C. MORSE 60 cts.
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the Itonididæ (Cecidomyiidæ) 37
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(CECIDOMYIIDÆ).[1]
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these fall under his "umwallungen" cecidia, a term very succinctly
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sides. Cecidomyia? sp. (33).
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10. Galls with sides flattened. 11.
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11. Proximal half of gall conic, never sub-globular. (11).
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11. Proximal half of gall conic, never sub-globular. (11).
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11. Proximal half sub-globular. 12.
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Thompson, Illus. Cat. Am. Ins. Galls. 1915. p. 57, pl. 10, Fig. 260.
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are a "pale yellow" color as described for the "cynipsea" gall. The
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are a "pale yellow" color as described for the "cynipsea" gall. The
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Osten Sacken, Lowe's Monogr. Dipt. N. Am. Pt. 1. p. 193. 1862.
Line 546 column 25 - Query word Monogr - not reporting duplicates
Osten Sacken, Lowe's Monogr. Dipt. N. Am. Pt. 1. p. 193. 1862.
Line 546 column 45 - Query word Pt - not reporting duplicates
Leaf, under side, double chambered conic or depressed (Fig. 5a) gall.
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larval chamber at the proximal end, sub-spherical with a dia. about
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collected on _H. glabra_, (Fig. 9a.)
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11. =Cecidomyia= sp. =Cecidium= nov.
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probable variety of this is figured in 11a, pl. I.
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Osten Sacken, Lowe's Mongr. Dip N. Am. Pt. 1, p. 192. 1862.
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A most interesting variant of this form is illustrated in Fig. 16a.
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Fig. 20a is a large specimen showing the peculiar interlocking base
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(Fig. 21) or massed (Fig. 21a) on the leaflet. When massed they form a
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due to mutual pressure, (Fig. 21b). Compactly attached to the common
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Felt, "Hormomyia holotricha" 23rd Rept. Ins. N. Y. 1907. pp. 382, 389.
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Felt, "Caryomyia holotricha" Jour. Econ. Ent. 4:456. 1911.
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Felt, "Caryomyia tubicola" Jour. Econ. Ent. 4:456. 1911.
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defined nipple. Dia. across top, 2½ mm., height from leaf surface, 2
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bract-like processes borne on the flaring rim of the gall. The galls
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black margined with small nipple. Diameter 3mm."
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Fig. 1a. Mite gall. Eriophyes? sp. × 5.
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Fig. 5a. Cecidomyia sp. Variety. × 4.
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Fig. 9a. Cecidomyia sp. New. Variety. × 5.
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Fig. 11. Cecidomyia sp. New. × 1{~VULGAR FRACTION ONE THIRD~}.
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Fig. 11a. Cecidomyia sp. New. Variety? × 5.
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Fig. 16a. Cecidomyia sp. Variety, new. × 5.
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Fig. 20a. Caryomyia caryae. Large specimen. × 5.
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Fig. 21a. Caryomyia holotricha O. S. Aggregate condition × {~VULGAR FRACTION TWO THIRDS~}.
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Fig. 21b. Caryomyia holotricha O. S. Bilocular unit of aggregate
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Fig. 33. Cecidomyia ? sp. × 5.
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[Illustration: OHIO JOURNAL OF SCIENCE.
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VOL. XVI. PLATE I.]
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[Illustration: OHIO JOURNAL OF SCIENCE.
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VOL. XVI, PLATE II.]
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other Trees." Proc. Davenport Acad. Sci. 9:185-271, pls. 1-21. 1903.
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Naturalist, Vol. 25, Nos. 11, 12. 1912.
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CARL J. WEST, Ph. D.
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curve is "fitted" to the points, that is, a curve is passed _among_ the
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where t denotes abscissas and z ordinates.
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fourth and higher powers,
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x = a(t + {~GREEK SMALL LETTER KAPPA~}t^2 + {~GREEK SMALL LETTER LAMDA~}t^3),
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x = a(t + {~GREEK SMALL LETTER KAPPA~}t^2 + {~GREEK SMALL LETTER LAMDA~}t^3),
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where a, {~GREEK SMALL LETTER KAPPA~} and {~GREEK SMALL LETTER LAMDA~} are constants to be determined in "fitting" the curve.
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where a, {~GREEK SMALL LETTER KAPPA~} and {~GREEK SMALL LETTER LAMDA~} are constants to be determined in "fitting" the curve.
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where a, {~GREEK SMALL LETTER KAPPA~} and {~GREEK SMALL LETTER LAMDA~} are constants to be determined in "fitting" the curve.
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altered, though of course the shape will be changed. Hence
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y dx = z dt,
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y dx = z dt,
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x = a(t + {~GREEK SMALL LETTER KAPPA~}t^2 + {~GREEK SMALL LETTER LAMDA~}t^3),
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x = a(t + {~GREEK SMALL LETTER KAPPA~}t^2 + {~GREEK SMALL LETTER LAMDA~}t^3),
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values of the constants a, {~GREEK SMALL LETTER KAPPA~} and {~GREEK SMALL LETTER LAMDA~} give unimodal curves.
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dy dy dt
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From the equation in this, the well known uv + kws = 0 form, numerous
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the modal equation becomes
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[Illustration: _The plane of {~GREEK SMALL LETTER LAMDA~} and {~GREEK SMALL LET
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(_The horizontal scale is twice the vertical scale_)]
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the values of t satisfying the equation
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ordinates. The roots of the quadratic
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are numerically greater than 3 for all pairs of values of ({~GREEK SMALL LETTER LAMDA~}, {~GREEK SMALL LETTER KAPPA~}) lying
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above the line
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distance between the median and the mean, a, {~GREEK SMALL LETTER KAPPA~} and {~GREEK SMALL LETTER LAMDA~}.
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Denoting the moments about the median by {~GREEK SMALL LETTER MU~}, we have
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1 {~TOP HALF INTEGRAL~}+{~INFINITY~}
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1 {~TOP HALF INTEGRAL~}+{~INFINITY~}
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1 {~TOP HALF INTEGRAL~}+{~INFINITY~}
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1 {~TOP HALF INTEGRAL~}+{~INFINITY~}
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where N is the total area under the curve.
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The values of the {~GREEK SMALL LETTER MU~}'s are computed from the data[8] and equated to the
Line 1492 column 42 - Query word s - not reporting duplicates
area under the translated curve is
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{~GREEK SMALL LETTER MU~}_{n}^´ = ------ {~BOX DRAWINGS LIGHT VERTICAL~} x^{n}y dx
Line 1503 column 26 - Query word n - not reporting duplicates
{~GREEK SMALL LETTER MU~}_{n}^´ = ------ {~BOX DRAWINGS LIGHT VERTICAL~} x^{n}y dx
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1 {~TOP HALF INTEGRAL~}+{~INFINITY~}
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1 {~TOP HALF INTEGRAL~}+{~INFINITY~} a^n(t + {~GREEK SMALL LETTER KAPPA~}t^2 + {~GREEK SMALL LETTER LAMDA~}t^3)^n
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= ------------ {~BOX DRAWINGS LIGHT VERTICAL~} a^n(t + {~GREEK SMALL LETTER KAPPA~}t^2 + {~GREEK SMALL LETTER LAMDA~}t^3)^ne^{-t^2/2} dt.
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{~BOX DRAWINGS LIGHT VERTICAL~} x^{2n + 1}e^{-x^2} dx = 0
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{~TOP HALF INTEGRAL~}+{~INFINITY~} 2n + 1 {~TOP HALF INTEGRAL~}+{~INFINITY~}
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{~BOX DRAWINGS LIGHT VERTICAL~} x^{2n + 2}e^{-x^2} dx = ------------ {~BOX DRAWINGS LIGHT VERTICAL~} x^{2n}e^{-x^2} dx,
Line 1522 column 40 - Query digit in 2n
{~BOX DRAWINGS LIGHT VERTICAL~} x^{2n + 2}e^{-x^2} dx = ------------ {~BOX DRAWINGS LIGHT VERTICAL~} x^{2n}e^{-x^2} dx,
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{~BOX DRAWINGS LIGHT VERTICAL~} x^{2n + 2}e^{-x^2} dx = ------------ {~BOX DRAWINGS LIGHT VERTICAL~} x^{2n}e^{-x^2} dx,
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the determination of {~GREEK SMALL LETTER MU~}_1´, {~GREEK SMALL LETTER MU~}_2´, {~GREEK SMALL LETTER MU~}_3´ and {~GREEK SMALL LETTER MU~}_4´ is reduced to a matter
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of a, {~GREEK SMALL LETTER KAPPA~} and {~GREEK SMALL LETTER LAMDA~}. It is most convenient however, to make use of the
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the determination of {~GREEK SMALL LETTER MU~}_1´, {~GREEK SMALL LETTER MU~}_2´
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we have
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(2) {~GREEK SMALL LETTER MU~}_2 = a^2(1 + 6x + 15x^2 + 2{~GREEK SMALL LETTER KAPPA~}^2)
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(2) {~GREEK SMALL LETTER MU~}_2 = a^2(1 + 6x + 15x^2 + 2{~GREEK SMALL LETTER KAPPA~}^2)
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(2) {~GREEK SMALL LETTER MU~}_2 = a^2(1 + 6x + 15x^2 + 2{~GREEK SMALL LET
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4{~GREEK SMALL LETTER KAPPA~}^4 + 4{~GREEK SMALL LETTER KAPPA~}^2S + T
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where the symbols, S, R, Q and T are defined as follows:
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{~GREEK SMALL LETTER KAPPA~} and {~GREEK SMALL LETTER LAMDA~}.[11] On substituting these values in (2) the value of a can be
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each value, the values of t corresponding to the x's of the respective
Line 1578 column 49 - Query word x's - not reporting duplicates
classes. The cubic is
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a{~GREEK SMALL LETTER LAMDA~}t^3 + a{~GREEK SMALL LETTER KAPPA~}t^2 + at - x = 0.
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Trans. 1895, Vol. CLXXXVI, A, pp. 253 et seq.
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Biometrika, I, pp. 265 et seq. and Biometrika II, pp. 1 et seq.
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[7] Edgerton, F. Y.:--"On the Representation of Statistics by Means of
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[11] Compare "Tables for Statisticians and Biometricians," Cambridge
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=Macropsis apicalis= Osb. & Ball. A few specimens swept from
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=Bythoscopus distinctus= VanDuzee. Found in great numbers
Line 1820 column 27 - Query word VanDuzee - not reporting duplicates
=Oncometopia undata= Fabr. Occurs throughout the state, but
Line 1866 column 23 - Query word Fabr - not reporting duplicates
=Kolla tripunctata= Fitch. Mentioned in VanDuzee's Catalogue
Line 1885 column 43 - Query word VanDuzee's - not reporting duplicates
=Tettigoniella hartii= Wood. Quite numerous throughout the
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=Tettigoniella hieroglyphica= Say. var. hieroglyphica Say. One
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=Tettigoniella hieroglyphica= Say. var. hieroglyphica Say. One
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Bull. 108. Bur. of Ent.
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=Gypona pectoralis= Spangb. Taken with G. flavilineata.
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=Empoasca mali= LeB. One of the most common and probably the
Line 2130 column 18 - Query word LeB - not reporting duplicates
Note: Queried word cts was duplicated 22 times
Note: Queried word i was duplicated 2 times
Note: Queried word sp was duplicated 52 times
Note: Queried word pl was duplicated 5 times
Note: Queried word monogr was duplicated 3 times
Note: Queried word pt was duplicated 5 times
Note: Queried word dt was duplicated 5 times
Note: Queried word n was duplicated 4 times
Note: Queried word osb was duplicated 2 times
Note: Queried word vanduzee was duplicated 20 times
Note: Queried word fabr was duplicated 2 times