franklin

383 reputation

212

bio	website	web.njit.edu/~fmc5
	location	New York, United States
	age	21
visits	member for	1 year, 3 months
	seen	2 days ago
stats	profile views	64

Hello World!

My name is franklin, I am currently working towards a Bachelor of Arts degree in History with a minor in Applied Mathematics.

I have a lot of interests ranging from legal history to mathematics and computer science.

	383 reputation	bio	website	web.njit.edu/~fmc5	visits	member for	1 year, 3 months
212 badges		location	New York, United States		seen	2 days ago

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64 Favorites

added views newest activity votes

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minimization of function $F(a) = \int_0^1 (G(x) - P_a(x))^2\,dx$?

1d ago maria 325

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Proof the theorem $\int_0^\infty {{t^n}f(t)dt = {{( - 1)}^{n + 1}}\int_0^\infty {{F^{(n + 1)}}(u)du} } $

derivatives laplace-transform

may 11 at 17:32 George V. Williams 2,166

105

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kviews

Is mathematics one big tautology?

soft-question philosophy

20h ago ThisIsNotAnId 474

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576

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Can one deduce Liouville's theorem (in complex analysis) from the non-emptiness of spectra in complex Banach algebras?

complex-analysis banach-algebras

jan 19 '12 at 18:53 Mark Schwarzmann 1,877

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281

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Complex Integration of $\int_0^\infty e^{-ax}\cos(bx)\,dx$

complex-analysis

feb 12 at 2:11 Guest 86 375

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359

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Another residue theory integral

homework complex-analysis integration contour-integration residue-calculus

dec 27 at 12:21 Amir Alizadeh 309

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Find $\dim R(T)$ and $\dim N(T)$ from the matrix of a linear map $T$

linear-algebra matrices vector-spaces

apr 28 at 1:51 Gastón Burrull 1,281

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kviews

Does $\frac{x}{x}=1$ when $x=\infty$?

calculus

may 19 at 2:34 Mansi Sharma 1

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258

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Residue at $z=\infty$

complex-analysis residue-calculus

may 16 '12 at 2:57 Adrián Barquero 6,717

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kviews

How can I prove that $xy\leq x^2+y^2$?

real-analysis inequality

may 10 at 14:16 lab bhattacharjee 28.6k

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What is the projection of v onto W and what is the orthogonal complement? Please help on linear algebra question…

linear-algebra

apr 10 at 4:38 dineshdileep 2,141

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answer

240

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Partial sum of numbers

homework combinatorics number-theory statistics probability-theory

apr 18 at 16:29 soren 21

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Showing that $f$ is analytic in $\mathbb{R}$

real-analysis problem-solving

apr 9 at 16:26 Peter Tamaroff 25.6k

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How to minimize $\min_k k \frac{b^k/n}{\lfloor b^k/n \rfloor}$

optimization integer-programming

apr 4 at 23:51 sean hawk 16

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answer

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Solving $\iint(x+2y)^2dA$

calculus integral

apr 4 at 21:22 Ron Gordon 26.4k

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answers

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Red Black Binary Search Trees

trees

apr 5 at 0:57 Rick Decker 3,281

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answer

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Decomposing a Connected Graph into Walks

graph-theory

apr 7 at 22:39 Douglas S. Stones 11.2k

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Please prove that $\lim\limits_{n \to \infty} \int_0^3 \sqrt{\sin(n/x)+x+1}\,dx$ exists and evaluate it.

homework calculus real-analysis integration uniform-convergence

apr 11 at 6:06 Max Clifford 16

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answer

147

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Cauchy's Integral Formula and Green's Theorem

complex-analysis

may 9 '12 at 16:47 Michael Hardy 48.1k

votes

answer

128

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Column space of a matrix?

linear-algebra matrices numerical-linear-algebra

mar 31 at 20:05 Cameron Buie 27.6k

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answers

104

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Proving $f$ is constant.

calculus integration infinitesimals

mar 31 at 17:29 gjdanis 32

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answers

kviews

Why can't you flatten a sphere?

general-topology

apr 20 at 6:45 Jyrki Lahtonen 30.7k

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answer

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Cauchy Integral Formula for Matrices

analysis matrices functional-analysis integral interpolation

mar 21 at 20:24 copper.hat 28.5k

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answer

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Recurrence relation

homework algorithms recurrence-relations

feb 6 at 18:05 lewellen 1,050

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172

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Solving linear homogenuous recurrence relation

recurrence-relations

jan 4 at 18:44 Brian M. Scott 154k

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answer

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finding recurrence relations

homework recurrence-relations

feb 9 at 22:02 muzzlator 4,886

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answer

113

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Recurrence relations on a continuous domain

analysis reference-request recurrence-relations functional-equations finite-differences

mar 15 '12 at 20:49 Robert Israel 86.3k

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191

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Determining a recurrence relation (Homework)

homework discrete-mathematics recurrence-relations recursive-algorithms

apr 20 '12 at 18:12 Mike Grimes 18

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kviews

Proof that $C\exp(x)$ is the only set of functions for which $f(x) = f'(x)$

calculus

apr 22 at 2:15 Squirtle 672

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answer

kviews

Connected metric spaces with disjoint open balls

metric-spaces connectedness

apr 12 at 13:47 baharampuri 129