             
BOX 130133 
Addition,
19091940


Mainly writings by See, particularly relating to his book WaveTheory, and some correspondence and miscellany. 

Organized by type of material and title of work or chapter
therein. 
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Correspondence, magazine
publishers,
1909, Jan.

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Writings 
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Articles 
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“The Cause of Temporary
Stars as Inferred from Their Observed Distribution Relative to the Plane of the
Milky Way” 
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“Elements and Corresponding
Tables for the Resulting Terrestrial Spheroid” 
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“Postscript of the
Exhaustive Memoir on the Change in the Color of Sirius,”
1940

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“Researches in the
Electrodynamic WaveTheory of the Aether” 
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“Retrospectives Relative to
the Resonance Cleste, Especially, and its Miraculous Discovery,”
1945

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“Whittaker’s Special
Solution of Universal Validity” 
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Books 
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Light

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Vol. I, 1933, Nov.1934,
Jan. 
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Vol. II, 1934, Jan.Feb.

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Theory of the Aether, Vol. II 
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Chapter I, Demonstrated
Dynamical Theory of the Aether Stresses in All Directions about a Pair of
Binary Stars, Based on the Composition of WaveRotations 
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Chapter II, For Magnetic
Attraction with Opposite Poles, the General Theory of the Contraction of the
Aether Is Everywhere Verified 
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Chapter III, The
WaveTheory of the Dynamo, and the Related Problems of Induction in a Magnetic
Field, with More General Analysis of the Wave Conditions Underlying Attraction
and Repulsion 
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Chapter IV, Analytical
Theory of the Magnetic Induction Generated by the Earth’s Rotation in the
Sun’s Powerful Magnetic Field 
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Chapter V, The WaveField
of Universal Gravitation Analyzed under the Dynamical Principles of Natural
Philosophy 
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Chapter VI, Investigation
of the Physical cause Underlying Laplace’s Laws, for the Motions of
Jupiter’s Satellites 
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Chapter VII, Further
Examination of the Theory of Surfaces: Application of the Theory to the
Equipotential Surfaces about Stars and Binary Systems 
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Chapter VIII, On the Use of
the Theory of Curved Surfaces, Closed about Matter in the Case of Equipotential
Surfaces 
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WaveTheory

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Book I 
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Chapter IX,
Investigation of the Curvature of Orthogonal Lines Upon a Surface, Leading to a
Celebrated Formula of Lame, with Demonstration of Several Other Theorems Useful
in Geometry and the Physics of the Aether 
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Chapter X, Investigation
of the Curvature of Orthogonal Trajectories Upon the Sphere, with Outline of
the General Theory of Geodesic Curvature 
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Chapter XI, Theory of
Evolutes and Involutes with Radius of Curvature for Ellipse, Parabola,
Hyperbola, Epicycloid, Gycloid, and Any Roulette Surface Envelope of
Osculationg Planes 
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Chapter XII, Theory of
Radius of Curvature for Curves of Double Curvature and of the Principal Normal,
with Calculation of the second Curvature, the Angle Formed by Two Near Normals
and of their minimum Distance 
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Chapter XIII, Theory of
the Osculating Sphere, and of Curved Surfaces, Normal Sections 
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Chapter XIV, Theory of
the Curvature of Surfaces Along Oblique Sections, in the Case of Curves of
Double Curvature: Applications to the Figures of the Planets, with Direct
Geometrical Demonstration of the General Laws of Curvature 
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Chapter XV, The Study of
Normals to a Common Surface 
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Chapter XVI, General
Theory of Lines of Curvature and of Orthogonal Surfaces 
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Chapter XVII, Theory of
the Line or Curvature Applied to Certain Cases 
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Chapter XVIII, Conclusion
Respecting Equipotential Surfaces, Especially the Orthogonal Surfaces Formed by
the Confocal Conics, Namely the Series of Ellipsoids and Hyperboloids, Actually
Arising in the Physical Theory of the Aether, and Involving a Doubly Infinite
InterPenetration Throughout all Space 
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Chapter XIX, Summary of
the Direct and Simple Criteria for Establishing the Aeolotrophy of the Aether
and the Cause of Gravitation 
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Chapter XX, The Dynamics
of the WaveTheory: Especially the Analytical Theory of Confocal Conics, as
Orthogonal Surfaces. With complete Illustration of Stresses on the
Infinitesimal EllipsoidalHyperboloidal Parallelopipedons of the Aether between
these Equipotential Surfaces 
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Chapter XXI,
Infinitesimal Analysis for the Block of Aether Cut out by the Variations of the
Confocal Conics: Defined by the Analytical Properties of Certain Surfaces

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Chapter XXII, Theory of
Geodesic Lines, Geodesic Curvature, and of the Total Curvature of a Surface, as
Defined by Gauss 
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Chapter XXIII, Theory of
Surfaces Applicable to One Another with Certain Concluding Theorems on Geodesic
Curvatures 
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Chapter XXIV, Summary of
the Chief Conclusions to Be Drawn from the Theory of Surfaces 
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Book VI, Applied to
Gauss’ Theory of Terrestrial Magnetism as a Means of Discovery,
1936, Apr.

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Book VIII, The Forces of
Nature 
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Book IX, Part I, Discovery
of the Cause of Gravitation 
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Book X 
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Applied to the Heavens
Generally,
1932

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Introductory Notice of
the Recent Development,
1945

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Miscellaneous 

(4
folders) 
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Miscellany 
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Clippings 
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Lists, Learned Men (46)

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Perpetual Miracle of
Gravitation (Supplement Chapter) 
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Printed Matter 
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Report, History and Progress of
Certain Large American Observatories 
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The Screening Effects in
Gravitation 
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Theory of Isotropic or Equal
Gravity Surfaces for Two or More Centres of Attraction 