CRC Concise Encyclopedia of MathematicsUpon publication, the first edition of the CRC Concise Encyclopedia of Mathematics received overwhelming accolades for its unparalleled scope, readability, and utility. It soon took its place among the top selling books in the history of Chapman & Hall/CRC, and its popularity continues unabated. Yet also unabated has been the d |
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Page 41
... Projection A MAP PROJECTION . The inverse equations for are computed by iteration . Let the ANGLE of the projection plane be 0. Define 0 b for 0ь = 1⁄2π a = In cos ( π 06 ) ] ( 1 ) otherwise . tan [ 1⁄21⁄2 π 06 ) ] For proper ...
... Projection A MAP PROJECTION . The inverse equations for are computed by iteration . Let the ANGLE of the projection plane be 0. Define 0 b for 0ь = 1⁄2π a = In cos ( π 06 ) ] ( 1 ) otherwise . tan [ 1⁄21⁄2 π 06 ) ] For proper ...
Page 42
... - matics : An Updated and Annotated Translation of the Soviet " Mathematical Encyclopaedia . " Dordrecht , Nether- lands : Reidel , pp . 67-8 , 1988 . Albers Conic Projection Albers Conic Projection ALBERS EQUAL - AREA.
... - matics : An Updated and Annotated Translation of the Soviet " Mathematical Encyclopaedia . " Dordrecht , Nether- lands : Reidel , pp . 67-8 , 1988 . Albers Conic Projection Albers Conic Projection ALBERS EQUAL - AREA.
Page 43
Eric W. Weisstein. Albers Conic Projection Albers Conic Projection ALBERS EQUAL - AREA CONIC PROJECTION Albers Equal - Area Conic Projection Aleksandrov - Cech Cohomology Alcuin's Sequence 43 The INTEGER SEQUENCE 1 , 0 , 1 , 1 , 2 , 1 ...
Eric W. Weisstein. Albers Conic Projection Albers Conic Projection ALBERS EQUAL - AREA CONIC PROJECTION Albers Equal - Area Conic Projection Aleksandrov - Cech Cohomology Alcuin's Sequence 43 The INTEGER SEQUENCE 1 , 0 , 1 , 1 , 2 , 1 ...
Page 56
... projection of a LINK an almost alternating projection if one crossing change in the projection makes it an alternating projection . Then an almost alternating link is a LINK with an almost alternating projection , but no alternating ...
... projection of a LINK an almost alternating projection if one crossing change in the projection makes it an alternating projection . Then an almost alternating link is a LINK with an almost alternating projection , but no alternating ...
Page 62
... projection of a knot has the least number of crossings for any projection of that knot . Both of these facts were proved true by Kauffman ( 1988 ) , Thistlethwaite ( 1987 ) , and Murasugi ( 1987 ) . FLYPE moves are sufficient to pass ...
... projection of a knot has the least number of crossings for any projection of that knot . Both of these facts were proved true by Kauffman ( 1988 ) , Thistlethwaite ( 1987 ) , and Murasugi ( 1987 ) . FLYPE moves are sufficient to pass ...
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Abramowitz Academic Press Addison-Wesley Algebraic ALGORITHM Amer ANGLE ARCHIMEDEAN SOLID Arfken AXIOM Bernoulli BESSEL FUNCTION BETA FUNCTION BINOMIAL COEFFICIENT Boca Raton BROCARD Calculus called Cambridge University Press CIRCLE Combinatorics COMPLEX NUMBER Comput CONIC Conjecture constant Continued Fractions Convex COORDINATES Coxeter CRC Press CUBE Cubic curve CYCLOID defined denoted Dictionary of Curious Differential Equations Differential Geometry digits Diophantine Equation Dirichlet Discrete Mathematics DISTRIBUTION DIVISOR DIVISOR FUNCTION Dover Encyclopedia of Integer England ffiffiffi finite FORMULA Geometry given Graph Theory GROUP HYPERGEOMETRIC identity Integer Sequences intersection JOHNSON SOLID KNOT Math Mathematica Mathematical Tables MATRIX N. J. A. Sequences Number Theory On-Line Version Penguin Dictionary PLANE points POLYGON POLYHEDRON POLYNOMIAL POLYOMINO PRIME Problem References RIEMANN ZETA FUNCTION SERIES Skiena Sloane Sloane's solution SPACE Springer-Verlag SQUARE Stegun SURFACE TANGENT THEOREM TION Topology TRANSFORM TRIANGLE VECTOR Weisstein Wiley York