Invasive Studies of the Parameters Regulating Ocular Physiology and Vision / Section 1:
"In Vivo" Manometric Studies of the Steady State Intraocular Pressure and the Intraocular Pressure Pulse in Animals and Man / Chapter 1:
The Rate of Formation of the Aqueous Humor / Chapter 2:
The Steady State Intraocular Pressure/Flow Relations in Dead and Living Animal and Human Eyes / Chapter 3:
Homeostasis, Autoregulation, and Relative Ischemia / Chapter 4:
The Pressure/Volume Relation in Eyes of Dead and Living Animal and Human Eyes / Chapter 5:
The Ocular Perfusion Pressure and Its Influence on the Intraocular Pressure Pulse / Chapter 6:
Direct and Indirect Measurements of Ocular Blood Flow in Anesthetized and Conscious Animals and Humans / Chapter 7:
The Morphology and Hydrodynamics of the Chamber Angle Draining the Aqueous Humor / Chapter 8:
The Sympathetic Nerve Innervation of the Eye and the Actions of the Adrenergic Neuron Transmitter Norepinephrine on Intraocular Pressure and Ocular Blood Flow / Chapter 9:
Manometric Studies on the Intraocular Pressure and Vascular Circulation in Ophthalmic Disease / Chapter 10:
References
Noninvasive Studies on the IOP, PA, and Blood Flow Autoregulation in Healthy and Diseased Eyes / Section 2:
Indirect Measurements of the Intraocular Pressure and the Intraocular Pressure Pulse / Chapter 11:
The Effect of Posture and Corneal Thickness on the Measurement of the Intraocular Pressure / Chapter 12:
The Langham Pneumatic Analogue and Digitized Tonometers / Chapter 13:
The Calibration of the Intraocular Pressure and the Intraocular Pressure Pulse using the Langham Pneumatic Tonometer / Chapter 14:
The Theory of the Langham Tonometer / Chapter 15:
The Intraocular Pressure/Pulse Amplitude Relation in Healthy Animal and Human Eyes / Chapter 16:
The Intraocular Pressure/Pulse Amplitude Relation and Loss of Autoregulation in Ocular Diseases / Chapter 17:
Autoregulation of the Intraocular Pressure and the Ocular Blood Flow / Chapter 18:
The Evaluation of Ocular Ischemia and the Loss of Autoregulation for the Early Detection of Ocular Vascular Diseases / Chapter 19:
The Action of Drugs on Ocular Blood Flow and on the Intraocular Presure/Pulse Amplitude Relation / Chapter 20:
The Confluence and Integration of Therapies Based on Modulation of the Intraocular Pressure and Ocular Blood Flow / Chapter 21:
Longitudinal Therapeutic Studies / Chapter 22:
Ophthalmodynamometry, the Ophthalmic Arterial Pressure and the Effect of Increased Vascular Resistance Proximal and Distal to the Ophthalmic Artery on Ocular Blood Flow, the IOP/PA Relation and Vision / Section 3:
The Ophthalmic Arterial Pressure, the Intraocular Pressure/Pulse Amplitude Curve, and Their Relations to the Ocular and Cerebral Circulations / Chapter 23:
Ophthalmodynamometry / Chapter 24:
Autoregulation of the Intraocular Pressure and Blood Flow in the Human Eye / Chapter 25:
Objective Measurement of the Diastolic and Systolic Ophthalmic Arterial Pressures / Chapter 26:
The Ophthalmic Arterial Pressure in Healthy Subjects / Chapter 27:
The Relation Between the Ophthalmic Arterial Pressure and the Intraocular Pressure/Pulse Amplitude Relation / Chapter 28:
Modulation of the Intraocular Pressure/Pulse Amplitude Relation in Subjects with Stenosis of the Internal Carotid Artery / Chapter 29:
Alzheimer's Disease and the Eye / Chapter 30:
The Ocular Perfusion Pressure and the Visual Threshold / Chapter 31:
Elementary theory: Compact Lie groups global theorem / Part II:
The infinitesimal method in representation theory
Analytic continuation
Irreducible representations of the group $\mathrm {U}(n)$
Tensors and Young diagrams Casimir operators
Indicator systems and the Gelfand-Cetlin basis
Characters Tensor product of two irreducible representations of $\mathrm {U}(n)$
General theory: Basic types of Lie algebras and Lie groups / Part III:
Classification of compact and reductive
Lie algebras
Compact Lie groups in the large Description of irreducible finite-dimensonal representations Infinitesimal theory (characters, weights, Casimir operators)
Some problems of spectral analysis for finite-dimensional representations
On infinite-dimensional representations of semisimple complex Lie groups / Appendix I:
Elements of the general theory of unitary representations of locally compact groups / Appendix II:
Unitary symmetry in the class of elementary particles / Appexdix III: