Interval Analysis |
From inside the book
Results 1-3 of 9
Page 13
... PROBLEM 3.7 . Program rounded - interval arithmetic subroutines for a digital computer . REFERENCES 1. BOCHE , R.E. , “ An operational interval arithmetic , " presented at IEEE National Electronics Conference , Chicago , October 1963 ...
... PROBLEM 3.7 . Program rounded - interval arithmetic subroutines for a digital computer . REFERENCES 1. BOCHE , R.E. , “ An operational interval arithmetic , " presented at IEEE National Electronics Conference , Chicago , October 1963 ...
Page 80
... error in digital compu- tation based on the use of interval numbers , " in L. B. Rall , ed . , Error in Digital Computation , Vol . I , esp . pp . 76-88 . New York : John Wiley & Sons , Inc. , 1965 . 2. MOORE , R. E. , STROTHER , W ...
... error in digital compu- tation based on the use of interval numbers , " in L. B. Rall , ed . , Error in Digital Computation , Vol . I , esp . pp . 76-88 . New York : John Wiley & Sons , Inc. , 1965 . 2. MOORE , R. E. , STROTHER , W ...
Page 106
... error in the digital integration of ordinary differential equations , " in L. B. Rall , ed . , Error in Digital Computation , vol . 1 , pp . 185-205 . New York : John Wiley & Sons , Inc. , 1965 . 4. INCE , E.L. , Ordinary Differential ...
... error in the digital integration of ordinary differential equations , " in L. B. Rall , ed . , Error in Digital Computation , vol . 1 , pp . 185-205 . New York : John Wiley & Sons , Inc. , 1965 . 4. INCE , E.L. , Ordinary Differential ...
Common terms and phrases
A₁ A₂ B₁ C₁ centered form Chapter contain zero convergence corresponding decimal defined degenerate intervals derivatives differential system Digital Computation elements ERROR BOUND Error in Digital evaluation exact result exact solution example finite number follows formulas function f given initial values initial-value problem integral equation interval arith interval arithmetic interval arithmetic operations interval extensions interval matrix interval numbers interval of values interval solution interval vector intervals containing Lemma lower bounds machine arithmetic machine-computed metic metric space obtain ordinary differential equations pair procedure range of values rational expression rational interval function real arithmetic real numbers real rational function real restriction real variable real-valued round-off error rounded-interval arithmetic S₁ satisfies Section SHARE program single-precision solution y(x subintervals subroutines suppose Taylor coefficients Taylor expansions Taylor series Theorem 3.1 tion united extension values of ƒ w(X₁ width X₁ y₁ y₁(x Y₂ zero of ƒ