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Showing
11 - 20
results out of
100
for
'
calculus
'
16- Applications of Ito calculus to finance
16- Applications of Ito
calculus
to finance
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On August 14, 2008
Views: 1022
Course:
Advanced Stochastic Processes
Main Category:
Finance
Tags:
Girsanov
integral
Ito
Martingale
17 - Properties of Definite Integrals
17 - Properties of Definite Integrals
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 1, 2008
Views: 374
Course:
Single Variable Calculus, Fall 2005 - MI...
Main Category:
Calculus
Tags:
calculus
Definite
integrals
Single
variable
2 - Velocity and Rates of Change
2 - Velocity and Rates of Change
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 1, 2008
Views: 317
Course:
Single Variable Calculus, Fall 2005 - MI...
Main Category:
Calculus
Tags:
calculus
Change
rates
Single
Value
Velocity
20 - Areas between Curves- Volumes of Revolutions- and Slicing
20 - Areas between Curves- Volumes of Revolutions- and Slicing
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 1, 2008
Views: 455
Course:
Single Variable Calculus, Fall 2005 - MI...
Main Category:
Calculus
Tags:
calculus
curve
Revolution
Single
slicing
Value
21 - Volumes by Shells and Average Values
21 - Volumes by Shells and Average Values
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 1, 2008
Views: 317
Course:
Single Variable Calculus, Fall 2005 - MI...
Main Category:
Calculus
Tags:
average
calculus
shells
Single
Value
Volume
22 - Parametric Equations and Arc Length
22 - Parametric Equations and Arc Length
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 1, 2008
Views: 1558
Course:
Single Variable Calculus, Fall 2005 - MI...
Main Category:
Calculus
Tags:
Arc
calculus
equations
Length
parametric
Single
Value
22-Fundamental Theorem of Calculus for Lebesgue Integral; Vitali Covering Theorem; Maximal Function; f in L^1 - Mf in Weak L^1 (Hardy-Littlewood Theorem)
22-Fundamental Theorem of
Calculus
for Lebesgue Integral; Vitali Covering Theorem; Maximal Function; f in L^1 - Mf in Weak L^1 (Hardy-Littlewood Theorem)
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 9, 2008
Views: 420
Course:
Measure and Integration, 2003, MIT
Main Category:
Analysis
Tags:
Vitali
23 - Surface Area and Polar Coordinate Graphs
23 - Surface Area and Polar Coordinate Graphs
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 1, 2008
Views: 428
Course:
Single Variable Calculus, Fall 2005 - MI...
Main Category:
Calculus
Tags:
area
calculus
Coordinate
Polar
Single
Surface
Value
23- Lebesgue's Differentiation Theorem; The Lebesue Set of an L^1 Function; Fundamental Theorem of Calculus I
23- Lebesgue's Differentiation Theorem; The Lebesue Set of an L^1 Function; Fundamental Theorem of
Calculus
I
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 9, 2008
Views: 1553
Course:
Measure and Integration, 2003, MIT
Main Category:
Analysis
Tags:
Lebesgue
24 - Area and Arc Length in Polar Coordinates
24 - Area and Arc Length in Polar Coordinates
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 1, 2008
Views: 436
Course:
Single Variable Calculus, Fall 2005 - MI...
Main Category:
Calculus
Tags:
area
calculus
Coordinate
Polar
Single
Surface
Value
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