Clifford Singer Prints For Sale | Original Limited Editions - Printed Editions

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Clifford Singer is best known for his geometrical paintings and prints in excess of 45 years. Having been an original New York Soho based artist for most of his life now lives and works in Henderson, Nevada.

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Coxeter. Conic Harmonic Property. Conjugate Points and Lines. Apollonius by Clifford Singer at iMuseum Vegas

Coxeter. Conic Harmonic Property. Conjugate Points and Lines. Apollonius

Clifford Singer

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Coxeter. Involute on a Conic. Apollonius by Clifford Singer at iMuseum Vegas

Coxeter. Involute on a Conic. Apollonius

Clifford Singer

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Construction of Conic Section Through Using Pascal’s Theorem by Clifford Singer at iMuseum Vegas

Construction of Conic Section Through Using Pascal’s Theorem

Clifford Singer

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Constructing Conics In Space by Clifford Singer at iMuseum Vegas

Constructing Conics In Space

Clifford Singer

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Jupiter [Etude In Resonance] by Clifford Singer at iMuseum Vegas

Jupiter [Etude In Resonance]

Clifford Singer

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Cissoid of Diocles. Asymptote at Cardioid by Clifford Singer at iMuseum Vegas

Cissoid of Diocles. Asymptote at Cardioid

Clifford Singer

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Caustic Curve. Cardioid by Clifford Singer at iMuseum Vegas

Caustic Curve. Cardioid

Clifford Singer

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Blue Square with Circle by Clifford Singer at iMuseum Vegas

Blue Square with Circle

Clifford Singer

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Squaring The Circle by Clifford Singer at iMuseum Vegas

Squaring The Circle

Clifford Singer

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Cardioid. r = 1 + cos (theta) by Clifford Singer at iMuseum Vegas

Cardioid. r = 1 + cos (theta)

Clifford Singer

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Strophoidal Curve by Clifford Singer at iMuseum Vegas

Strophoidal Curve

Clifford Singer

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Damping and Resonance by Clifford Singer at iMuseum Vegas

Damping and Resonance

Clifford Singer

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Pseudosphere by Clifford Singer at iMuseum Vegas

Clifford Singer

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Overdamped. Critically Damped. Undamped. Underdamped by Clifford Singer at iMuseum Vegas

Overdamped. Critically Damped. Undamped. Underdamped

Clifford Singer

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Underdamped. Overdamped. Critically Damped by Clifford Singer at iMuseum Vegas

Underdamped. Overdamped. Critically Damped

Clifford Singer

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Critically Damped by Clifford Singer at iMuseum Vegas

Critically Damped

Clifford Singer

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Galilean Plane. Relation Between Classical and Relativistic Mechanics In Minkowskian Geometry by Clifford Singer at iMuseum Vegas

Galilean Plane. Relation Between Classical and Relativistic Mechanics In Minkowskian Geometry

Clifford Singer

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Minkowski. Similarities Between Complex, Dual and Double Numbers By Single Computation by Clifford Singer at iMuseum Vegas

Minkowski. Similarities Between Complex, Dual and Double Numbers By Single Computation

Clifford Singer

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Minkowski. Circumcycle and Incycle of a Triangle by Clifford Singer at iMuseum Vegas

Minkowski. Circumcycle and Incycle of a Triangle

Clifford Singer

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Las Vegas. Sphere and Luxor by Clifford Singer at iMuseum Vegas

Las Vegas. Sphere and Luxor

Clifford Singer

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Minkowski Spacetime. Real and Imaginary Lengths of Line Relative Movement Between Endpoints by Clifford Singer at iMuseum Vegas

Minkowski Spacetime. Real and Imaginary Lengths of Line Relative Movement Between Endpoints

Clifford Singer

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Minkowskian Plane. Not Passing Through the Center of Inversion by Clifford Singer at iMuseum Vegas

Minkowskian Plane. Not Passing Through the Center of Inversion

Clifford Singer

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Minkowskian Incycle of the Triangle Formed by the Angle Bisectors by Clifford Singer at iMuseum Vegas

Minkowskian Incycle of the Triangle Formed by the Angle Bisectors

Clifford Singer

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Minkowskian Plane. Triangle by Clifford Singer at iMuseum Vegas

Minkowskian Plane. Triangle

Clifford Singer

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Euclidean Inversion Mapping on Minkowskian Plane by Clifford Singer at iMuseum Vegas

Euclidean Inversion Mapping on Minkowskian Plane

Clifford Singer

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Minkowskian Plane. Triangle Orthocenter and Altitudes by Clifford Singer at iMuseum Vegas

Minkowskian Plane. Triangle Orthocenter and Altitudes

Clifford Singer

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Minkowskian Plane. Conformal Inversions by Clifford Singer at iMuseum Vegas

Minkowskian Plane. Conformal Inversions

Clifford Singer

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Minkowskian Geometry Inversion by Clifford Singer at iMuseum Vegas

Minkowskian Geometry Inversion

Clifford Singer

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Minkowskian Plane with Radical Center of Three Axes by Clifford Singer at iMuseum Vegas

Minkowskian Plane with Radical Center of Three Axes

Clifford Singer

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Kardioide Kurve by Clifford Singer at iMuseum Vegas

Kardioide Kurve

Clifford Singer

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Cardioid Sections by Clifford Singer at iMuseum Vegas

Cardioid Sections

Clifford Singer

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Origin of the Coordinate System of Cardioid by Clifford Singer at iMuseum Vegas

Origin of the Coordinate System of Cardioid

Clifford Singer

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Damping Coefficient by Clifford Singer at iMuseum Vegas

Damping Coefficient

Clifford Singer

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Variation on Parabola and Trisectrix of Maclaurin by Clifford Singer at iMuseum Vegas

Variation on Parabola and Trisectrix of Maclaurin

Clifford Singer

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Hypocycloid with Rounded Cusps by Clifford Singer at iMuseum Vegas

Hypocycloid with Rounded Cusps

Clifford Singer

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Foci of Curve from Bipolar Equation by Clifford Singer at iMuseum Vegas

Foci of Curve from Bipolar Equation

Clifford Singer

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Cardioid Sketch. r = a(1 – cos Theta) by Clifford Singer at iMuseum Vegas

Cardioid Sketch. r = a(1 – cos Theta)

Clifford Singer

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Difference of Focal Distances is Constant by Clifford Singer at iMuseum Vegas

Difference of Focal Distances is Constant

Clifford Singer

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Multiverse Series by Clifford Singer at iMuseum Vegas

Multiverse Series

Clifford Singer

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Cardioid. Double Generation by Clifford Singer at iMuseum Vegas

Cardioid. Double Generation

Clifford Singer

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Parameter Equations for Cycloid by Clifford Singer at iMuseum Vegas

Parameter Equations for Cycloid

Clifford Singer

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Cartesian Oval by Clifford Singer at iMuseum Vegas

Clifford Singer

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Kelvin Function ber n (x) Domain: x>0 by Clifford Singer at iMuseum Vegas

Kelvin Function ber n (x) Domain: x>0

Clifford Singer

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y = cx^1/2 / (a+bx)^1/2 by Clifford Singer at iMuseum Vegas

y = cx^1/2 / (a+bx)^1/2

Clifford Singer

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Sine Integral by Clifford Singer at iMuseum Vegas

Clifford Singer

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Ai (x). Domain: -infinity < x < infinity by Clifford Singer at iMuseum Vegas

Ai (x). Domain: -infinity < x < infinity

Clifford Singer

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y = c(a+bx)^1/2 / x^3/2 by Clifford Singer at iMuseum Vegas

y = c(a+bx)^1/2 / x^3/2

Clifford Singer

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y = c(a+bx)^1/2 / x^1/2 by Clifford Singer at iMuseum Vegas

y = c(a+bx)^1/2 / x^1/2

Clifford Singer

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Galleries who deal in Clifford Singer prints and art

264 United States

Lincoln Center Editions

1 United States

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