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Class Notes for MATH 3002 at Fordham University

FORDHAMMATH 3002Kei KobayashiFall

MATH 3002 Lecture 7: 7. linearity of laplace, function of exponential order c, and 3 condition for labplace to exist

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16 Oct 2018
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FORDHAMMATH 3002Kei KobayashiFall

MATH 3002 Lecture 6: 6.intro to labplace

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16 Oct 2018
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FORDHAMMATH 3002Kei KobayashiFall

MATH 3002 Lecture 1: 1.first order ode, population growth and direction field

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16 Oct 2018
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FORDHAMMATH 3002Kei KobayashiFall

MATH 3002 Lecture 9: 9.partial fraction and first translation principal

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16 Oct 2018
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FORDHAMMATH 3002Kei KobayashiFall

MATH 3002 Lecture 2: 2.logistic equation and separation of variable, integrating factor method

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16 Oct 2018
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FORDHAMMATH 3002Kei KobayashiFall

MATH 3002 Lecture 8: 8.input derivative principal and inverse laplace

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16 Oct 2018
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FORDHAMMATH 3002Kei KobayashiFall

MATH 3002 Lecture 3: 3.homogenesous equation v substiction and domain

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16 Oct 2018
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FORDHAMMATH 3002Kei KobayashiFall

MATH 3002 Lecture 5: 5. existence and uniqueness theorems

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FORDHAMMATH 3002Kei KobayashiFall

MATH 3002 Lecture 10: 10. general methods of solving Laplace with techniques and principles learnt, translation derivative principal

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16 Oct 2018
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FORDHAMMATH 3002Kei KobayashiFall

MATH 3002 Lecture 4: 4.Bernalli equation and Euler's aprorximation

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16 Oct 2018
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