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How Cartesian Product Introduces Dimension *Cartesian Coordinates, Cartesian Product & Introduction to Dimension*This is the third lecture of our Lecture Series *"EUCLIDEAN SPACES: a geometric journ...

CARTESIAN PRODUCT

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Vector Space & Field | Algebra To describe the different number systems, we list the properties of "Scalars" that are needed, and are led to the concept of a FIELD.And then having a very u...

Distance in Metric Space
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Is any subset of a set Compact? | Compactness | Lecture - VI

Is any #Closed subset of a #Compact set Compact? | Compactness | Lecture - VI Compactness | Lecture - VISubject : to show - any compact subset of a metric space is closed and bounded.Guide : Gobinda Chandra, former Research Scholar, II...

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Lecture : Second order Differential Equations -II | Differential Equations
Guide : Joyentanuj Das , Research Scholar, IISER tvm
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Second Order Differential Equations-II | #Differential Equations | Lecture - 11 Lecture: Second Order Differential Equations-II | Lecture - 11Guide : Joyentanuj Das, Research Scholar, IISER TVMOverview : In this Lecture we will start loo...

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Lecture : Second order Differential Equations -I | Differential Equations
Guide : Joyentanuj Das , Research Scholar, IISER tvm
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Second Order Differential Equations | #Differential Equations | Lecture - 10 Lecture: Second Order Differential Equations | Lecture - 10Guide : Joyentanuj Das, Research Scholar, IISER tvmOverview : In this Lecture we will start lookin...

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Lecture : Population Growth Model | Differential Equations
Guide : Joyentanuj Das , Research Scholar, IISER tvm
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Population Growth Model | #Differential Equations | Lecture - 9 Lecture: Population Growth Model of Differential Equations | Lecture - 9Guide : Joyentanuj Das, Research Scholar, IISER tvmOverview : In this Lecture we wil...

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Lecture : Mixing Tank Problem-II | Application - II | Differential Equations
Guide : Joyentanuj Das , Research Scholar, IISER tvm
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Application - II | #Differential Equations | Lecture - 8 Lecture: Application - II of Differential Equations | Lecture - 8Guide : Joyentanuj Das, Research Scholar, IISER tvmOverview : In this Lecture we will use fi...

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Lecture : Mixing Tank Problem | Application - I | Differential Equations
Guide : Joyentanuj Das , Research Scholar, IISER tvm
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Application - I | #Differential Equations | Lecture - 7 Lecture: Application - I of Differential Equations | Lecture - 7Guide : Joyentanuj Das, Research Scholar, IISER tvmOverview : In this Lecture we will use fir...

Lecture : Intervals of Validity _ Differential Equations
Guide : Joyentanuj Das , Research Scholar, IISER tvm
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Intervals of Validity | #Differential Equations | Lecture - 6 Lecture: Intervals of Validity , Differential Equations | Lecture - 6Guide : Joyentanuj Das, Research Scholar, IISER tvmOverview : In this Lecture we’ll give...

This friday … Compactness | Lecture - VI
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Lecture : Substitution II _ Differential Equations
Guide : Joyentanuj Das , Research Scholar, IISER tvm
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Substitution II

Lecture : Bernoulli Equations _ Differential Equations
Guide : Joyentanuj Das , Research Scholar, IISER tvm
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Bernoulli equation

Lecture : Method of Substitution _ Differential Equations
Guide : Joyentanuj Das , Research Scholar, IISER tvm
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Lecture : Any Compact subset of a metric space is closed and bounded.
Guide : Gobinda Chandra , former Research Scholar, IISER tvm
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Lecture : Any Compact subset of a metric space is closed and bounded.
Guide : Gobinda Chandra , former Research Scholar, IISER tvm
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Any #Compact subset of a #Metric (#Hausdorff) space is #Closed and #Bounded Compactness | Lecture - VSubject : to show - any compact subset of a metric space is closed and bounded.Steps:1. Definition of Compact Set and Closed set.2. ...

Compactness | Lecture - IV
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Compactness | Lecture -IV Guide : Gobinda Chandra, Former Research Scholar, IISER tvm

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