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INFIMATH
India
เข้าร่วมเมื่อ 22 มิ.ย. 2018
วีดีโอ
Taylor's Theorem for Complex Numbers
มุมมอง 235ปีที่แล้ว
Taylor's Theorem is a fundamental result in complex analysis that allows us to approximate a function using its derivatives. Join us as we delve into the world of calculus and complex analysis to unravel the elegant proof behind Taylor's Theorem. 00:00 - Introduction 00:42 - Overview 02:28 - Statement 03:21 - Finite Geometric Series 05:01 - Proof of Theorem 14:21 - Revision of Proof
Fundamental Theorem of Algebra Statement and Proof
มุมมอง 170ปีที่แล้ว
In this video, we dive deep into the fascinating world of complex analysis to explore the Fundamental Theorem of Algebra and its proof. The Fundamental Theorem of Algebra is a fundamental result that holds a significant place in mathematics. It states that every non-constant polynomial with complex coefficients has at least one complex root. 00:00 - Introduction 01:05 - Overview 02:38 - Stateme...
GATE MS 2003 | Differentiable vs Analytic Function
มุมมอง 185ปีที่แล้ว
GATE MS 2003 | Differentiable vs Analytic Function
Liouville's Theorem with Proof
มุมมอง 236ปีที่แล้ว
Liouville's Theorem is a fundamental result in complex analysis. It states that any bounded entire function must be constant. In other words, if a function is holomorphic (analytic) on the entire complex plane and remains bounded, then it is identically equal to a constant. This theorem, named after the French mathematician Joseph Liouville, has important implications in various areas of mathem...
Cauchy Integral Formula with Proof and Application to Solve Complex Integration
มุมมอง 248ปีที่แล้ว
Welcome to our TH-cam video on the Cauchy Integral Formula! In this highly informative and visually engaging presentation, we will unravel the remarkable power and applications of the Cauchy Integral Formula in the realm of complex analysis. 00:00 - Intro 00:30 - Statement 02:28 - Proof 12:07 - MCQ 13:10 - Examples
Cauchy Theorem with Proof and Application
มุมมอง 217ปีที่แล้ว
In this video, we will explore one of the fundamental theorems in complex analysis - Cauchy's Theorem. Cauchy's Theorem is a powerful tool in complex analysis that has many important applications. 00:00 - Intro 00:18 - Statement 02:38 - Green Theorem 04:20 - Proof 11:28 - Examples 14:53 - MCQ
Solving Integer Linear Programming Problems using Branch and Bound Algorithm
มุมมอง 482ปีที่แล้ว
Branch and Bound (B&B) is a widely-used algorithm for solving integer programming (IP) problems. It involves dividing the feasible region into subregions and systematically exploring them to find the optimal solution. At each stage of the algorithm, a linear programming relaxation is solved and a lower bound on the objective function value is maintained. The algorithm then branches on variables...
Contour or Complex Integration with an Important Theorem and Examples
มุมมอง 289ปีที่แล้ว
In this video, we will explore the concept of contour integration in complex analysis. We will also see powerful tool used to evaluate complex integrals over simple smooth path. By the end of this video we will also see three examples. 00:00 - Introduction 00:14 - Definition of Contour Integration 04:14 - Important Theorem 10:52 - Example #1 14:53 - Example #2 16:40 - Example #3
Solving Integer Linear Program using Gomory Cutting Plane Algorithm
มุมมอง 658ปีที่แล้ว
The Gomory cutting plane algorithm is a method for solving integer linear programming problems. It was developed by Ralph E. Gomory in 1958. The algorithm generates linear constraints that improve the linear programming relaxation until an integer solution is found. The basic idea is to add constraints to eliminate fractional variables in the current linear programming relaxation, until an inte...
Paths in Complex Plane
มุมมอง 339ปีที่แล้ว
00:00 - Intro 00:20 - Definition 01:16 - Use of Parametrization 02:11 - Example #1: Straight Line 03:54 - Example #2: Parabola 04:51 - Example #3: Circular Path 06:00 - Types of Paths 06:12 - Simple Paths 07:48 - Smooth Paths 11:08 - Closed Paths 12:21 - Jordan Curve Theorem 13:28 - Multiple Choice Questions
Differentiation of Complex Function
มุมมอง 133ปีที่แล้ว
00:00 - Intro 00:08 - Definition 01:20 - Example of Conjugate z 04:34 - Example of z to the power n 06:48 - Algebra of Differentiable Functions 07:55 - Differentiation of Complicated Functions 09:26 - Differentiation of Common Functions 20:36 - Checkpoint
Limit of Complex Function
มุมมอง 100ปีที่แล้ว
00:00 - Intro 00:26 - Definition of limit of function 02:24 - Geometrical Interpretation of Limit 03:47 - Example 07:47 - Definition of Continuity of Complex Function 09:42 - Algebra of Continuous Functions 10:13 - Polynomial Function is Continuous
Some Equations involving Complex Exponential
มุมมอง 174ปีที่แล้ว
Some Equations involving Complex Exponential
Dual Simplex Algorithm with Example and Objective Questions
มุมมอง 453ปีที่แล้ว
Dual Simplex Algorithm with Example and Objective Questions
Definition of Sine and Cosine in Real and Complex Numbers
มุมมอง 316ปีที่แล้ว
Definition of Sine and Cosine in Real and Complex Numbers
Unrestricted Variable in Linear Programming Problems with Example
มุมมอง 551ปีที่แล้ว
Unrestricted Variable in Linear Programming Problems with Example
Two Phase Method Example from the Book Operation Research by Taha
มุมมอง 959ปีที่แล้ว
Two Phase Method Example from the Book Operation Research by Taha
GATE MS 2003 | Inverse of Matrix using Characteristic Polynomial
มุมมอง 67ปีที่แล้ว
GATE MS 2003 | Inverse of Matrix using Characteristic Polynomial
GATE MS 2003 | Matrix of Linear Transformation
มุมมอง 57ปีที่แล้ว
GATE MS 2003 | Matrix of Linear Transformation
Minimization Linear Programming Problem using Simplex Method
มุมมอง 384ปีที่แล้ว
Minimization Linear Programming Problem using Simplex Method
Simplex Method to Solve an LPP in 4 Variables
มุมมอง 2Kปีที่แล้ว
Simplex Method to Solve an LPP in 4 Variables
Clean crisp explanation 👌
Thanks 🙂
视频内容非常精彩！我有一点困惑：有人给我转usdt，我有恢复短语。【pride】-【pole】-【obtain】-【together】-【second】-【when】-【future】-【mask】-【review】-【nature】-【potato】-【bulb】 我该如何提取它们呢？
Thank you so much sir ❤❤❤
Most welcome
Thankyou sir
obrigado meu mano, não entendi uma palavra do que vc disse, mas entendi os numeros, valeu por me ajudar
Thanks! Glad I could help, even if just a little 😊
but if i do it using the eigenvector method, then there are two jordan blocks exist. one is 2 by 1 and the other is 1 by 1
That's right, and both methods should lead to the same Jordan Canonical Form.
Thank you so much sir ❤
when you are speaking Hindi why you fcking write at English
Last pe Jbh Jordan likha hei us mei upr mei 1 1 kesy aa gya sir or lower Mei zeros kesy aa gy
Starting of characteristics poly a14 will be -1 not zero
❤
parnam gurujee cc14 kisi tarah tapa digiyaga❤
Sir, can u please clear one confusion that somewhere signature of the quadratic form is given by 3-tuples( n⁰ , n+, n-) and somewhere like this (p-q)..which one is correct? Or both are correct?
Sir net jrf ke liye video banaye na
Super sir
you understand very well thank you sir 🙏
In third case we solve, we have 3x=4
Thanks sir ❤
Thank you so much for rank and signature sir jee 😊
All the best
Awesome sir
Thanks
Thank You sir 🙏🏻
Most welcome
you understand very well thank you sir 🙏
You are most welcome
Sir upper bound ek video upload kar dijiye please
Thank you sir....
Most welcome
Thank you so much sir 🙏
Most welcome
Pahela A matrix Mai aap (+3) lete ho Wapas ho (A-2I) nikal ne ki time (-3) ho gaya C13 wala number 😂😂
Thanks sir
Welcome
Nice class
Thanks
Thanku sir❤
Nice guru ji
Nice guru ji
Nice sir ji
سلملي ع سلمان خان عليك الله
Thankyou so much sir 🌺
Most welcome
Ques kuch aur h aur ans kush aur😂
Nice 🎉🎉
Nice sir
Good 🙂🙂
Thank you Sir
A-2i ka hole square wala ka det to zero h tum to bol rhe zero ni yhi se faut h iske bad ange kya hoga wo tm jano
awesome explanation sir....
I think| xI-A| ka jab matrix likh rhe ho toh usme first row 4th column mai -1 ayega, because aapne question mai 1 likha tha
i did not understand what you said but i agree that -1 is just disapeared
the jordan block is not according to minimal polynomial and you are saying something doiing something in jordan block formation step please check it made me so confuse
Nice sir. 🙏🙏
good going sir!!!
Thanks a lot
Thanks sir nice classes
Thanks and welcome
Sir your teaching style are good
Thanks and welcome
Find Value of [2100, 0200, 0029, 0002] is in Jordan canonical form. Please solve me sir 🙏 Meri exam h
Well explained 👍
Thank you 🙂
Thanks you
Welcome