A Treatise on Differential EquationsMacmillan, 1865 - 496 σελίδες |
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Σελίδα xi
... contains all Professor Boole's writings which have fallen under the notice of the editor ; it is possible that there may be a few omissions . ] CONTENTS . CHAPTER XIX . ADDITIONS TO CHAPTER II . LIST OF PROFESSOR BOOLE'S WRITINGS . xi.
... contains all Professor Boole's writings which have fallen under the notice of the editor ; it is possible that there may be a few omissions . ] CONTENTS . CHAPTER XIX . ADDITIONS TO CHAPTER II . LIST OF PROFESSOR BOOLE'S WRITINGS . xi.
Σελίδα xii
George Boole. CONTENTS . CHAPTER XIX . ADDITIONS TO CHAPTER II . XX . ADDITIONS TO CHAPTER VII . XXI . ADDITIONS TO CHAPTER VIII . XXII . ADDITIONS TO CHAPTER IX . XXIII . ADDITIONS TO CHAPTER X. XXIV . ADDITIONS TO CHAPTER XIV . · XXV ...
George Boole. CONTENTS . CHAPTER XIX . ADDITIONS TO CHAPTER II . XX . ADDITIONS TO CHAPTER VII . XXI . ADDITIONS TO CHAPTER VIII . XXII . ADDITIONS TO CHAPTER IX . XXIII . ADDITIONS TO CHAPTER X. XXIV . ADDITIONS TO CHAPTER XIV . · XXV ...
Σελίδα 1
George Boole. CHAPTER XIX . ADDITIONS TO CHAPTER II . 1. [ IN Chapter II . Art . 9 , two methods are given for solving the differential equation ( ax + by + c ) dx + ( a'x + b'y + c ' ) dy = 0. ] But there exists another transformation ...
George Boole. CHAPTER XIX . ADDITIONS TO CHAPTER II . 1. [ IN Chapter II . Art . 9 , two methods are given for solving the differential equation ( ax + by + c ) dx + ( a'x + b'y + c ' ) dy = 0. ] But there exists another transformation ...
Σελίδα 2
... - K = k - v -K Now the second member being a function of an arbitrary constant is equivalent to an arbitrary constant and may be replaced by C. The first member is a vanishing fraction 2 [ CH . XIX . ADDITIONS TO CHAPTER II .
... - K = k - v -K Now the second member being a function of an arbitrary constant is equivalent to an arbitrary constant and may be replaced by C. The first member is a vanishing fraction 2 [ CH . XIX . ADDITIONS TO CHAPTER II .
Σελίδα 3
... ) $ ( mk ) * dp ( m - k ) dk аф dp ( m - k ) dm dp ( m + k ) do ( m + k ) = dk dm we have du $ ( mk ) do ( m + k ) dk dp ( m - k ) - $ ( m + k ) dk dk { $ ( m −k ) } 2 24 ( m ) du dp ( m ) dm 1-2 ART . 2. ] 3 ADDITIONS TO CHAPTER II .
... ) $ ( mk ) * dp ( m - k ) dk аф dp ( m - k ) dm dp ( m + k ) do ( m + k ) = dk dm we have du $ ( mk ) do ( m + k ) dk dp ( m - k ) - $ ( m + k ) dk dk { $ ( m −k ) } 2 24 ( m ) du dp ( m ) dm 1-2 ART . 2. ] 3 ADDITIONS TO CHAPTER II .
Άλλες εκδόσεις - Προβολή όλων
Συχνά εμφανιζόμενοι όροι και φράσεις
arbitrary constants Cambridge Chap Chapter College complete primitive condition Crelle's Journal Crown 8vo deduce derived determine dF dF dF dF dF dF dp dF dx dFdF differential coefficients dp dF dp dp dx dp dq dp dy dp₁ dq dp dv dv dx dp dp dx dx dx dy dy dx dz dx₁ dx² dy dp dy dx dy dz dz dy dz dz Edition eliminate equa Eton College expression Extra fcap factor function given equation Hence J. P. MAHAFFY Jacobi Last Multiplier linear partial differential m₁ memoir ordinary differential equations Owens College P₁ partial differential equations particular integral Professor Boole reduced represent result revised School shewn singular solution system of ordinary theorem theory tion transformation u₁ u₂ values vanish whence X₁ Y₁ аф
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