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forsixthirty

Respond via EMPATHY (NOT sympathy.) They talk about something? Get at the core of it and respond by citing an example of something like that in your (character’s) life. or (and maybe this is better) really! If you can say it truthfully, truthfully truthfully say what you would say in that situation, then you can be vulnerable and awesome. So use their line as an opportunity to reveal something new, some new example, about your character’s life! The emotions in here will be HEAVILY AMPLIFIED! Cotton Candy...

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forsixthirty | forsixthirty.wordpress.com Reviews

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Respond via EMPATHY (NOT sympathy.) They talk about something? Get at the core of it and respond by citing an example of something like that in your (character’s) life. or (and maybe this is better) really! If you can say it truthfully, truthfully truthfully say what you would say in that situation, then you can be vulnerable and awesome. So use their line as an opportunity to reveal something new, some new example, about your character’s life! The emotions in here will be HEAVILY AMPLIFIED! Cotton Candy...

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forsixthirty | forsixthirty.wordpress.com Reviews

https://forsixthirty.wordpress.com

Respond via EMPATHY (NOT sympathy.) They talk about something? Get at the core of it and respond by citing an example of something like that in your (character’s) life. or (and maybe this is better) really! If you can say it truthfully, truthfully truthfully say what you would say in that situation, then you can be vulnerable and awesome. So use their line as an opportunity to reveal something new, some new example, about your character’s life! The emotions in here will be HEAVILY AMPLIFIED! Cotton Candy...

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forsixthirty.wordpress.com

1

May | 2014 | forsixthirty

https://forsixthirty.wordpress.com/2014/05

Monthly Archives: May 2014. Respond via EMPATHY (NOT sympathy.) They talk about something? Get at the core of it and respond by citing an example of something like that in your (character’s) life. or (and maybe this is better) really! If you can say it truthfully, truthfully truthfully say what you would say in that situation, then you can be vulnerable and awesome. So use their line as an opportunity to reveal something new, some new example, about your character’s life! A year of sketches.

2

Exercises | forsixthirty

https://forsixthirty.wordpress.com/exercises

Here’s as many improv exercises as I can recall (there’ll be updates):. 4 corners form a box, one stands in the middle. Introduce physical attributes/mannerisms of the character. Using gibberish, introduce the speaking style of the character. Add some strange tick to the character. Introduce a soon-to-be recurring catch-phrase for the character. Characters (at least 3):. One person plays a scene straight. Another is going to be a character who is communicated to them from the third person in terms of...

3

October | 2013 | forsixthirty

https://forsixthirty.wordpress.com/2013/10

Monthly Archives: October 2013. A Musing on Three Scenes. Cotton Candy, Old-Timey Dancers, Mixing Bowl Guitar. Do scenes coming in with a strong character choice – “Be led by your body”. Touch some object during scene. Name, specifically, an object which your partner or you are touching. Chekhov’s Gun: ensure that objects you touch have some deep meaning to you. Checkpoint 1: Brian walks in carrying cotton candy. Are you at a carnival? What could you be doing there? Who could you be? Are you candy elves?

4

Improv | forsixthirty

https://forsixthirty.wordpress.com/2013/08/20/improv

YOU are ALWAYS the main character of the story. Therefore, if boss is going to fire employee, make that a STRUGGLE or. Make the event hugely important for BOTH PEOPLE! Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public). You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out. Next post →.

5

Improv Book | forsixthirty

https://forsixthirty.wordpress.com/2013/09/05/improv-book

Here We. Go. It begins on May 7th, 2013. Endowment is one of the most important things possible. More importantly, NOTICE THINGS. The ‘reality’ you’re experiencing is nowhere near fully fleshed out. If you ever have any sort of lull, COMMENT ON SOMETHING. This leads into jump and justify. You should’t think too hard about what you’re going to notice – the brain is better at identifying patterns than pre-scripting them. (See e.g. things-three.). Treat objects as an additional character. Say yes, do no.

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mathwanderer.wordpress.com

Similarity and normal forms | My thoughts/summaries

https://mathwanderer.wordpress.com/2009/08/02/similarity-and-normal-forms

Just another WordPress.com weblog. Similarity and normal forms. August 2, 2009. This post will prove the uniqueness of Jordan form, Smith normal form and Rational canonical form in an equivalence class of similar matrices. A criterion to check similarlity of matrices using these forms is given, and a nice lemma of similarity being irrelevant to field extension is shown using rational canonical form. Matrix (over an algebraically closed field. We have seen in a previous post. Once we have put the matrix.

mathwanderer.wordpress.com

Polar decomposition | My thoughts/summaries

https://mathwanderer.wordpress.com/2009/07/30/polar-decomposition

Just another WordPress.com weblog. July 30, 2009. This post proves the existence of polar decomposition. The polar decomposition is a generalization of the polar form of complex numbers. Theorem 1 (Existence of polar decomposition). Complex matrix. Then. Is a positive semi-definite Hermitian matrix, and. Is unitary. Furthermore,. Is uniquely determined by. There exists a unique positive semi-definite square root for a positive semi-definite Hermitian matrix. For the left multiplication map by. From &rarr...

mathwanderer.wordpress.com

My thoughts/summaries | Just another WordPress.com weblog | Page 2

https://mathwanderer.wordpress.com/page/2

Just another WordPress.com weblog. July 26, 2009. This post is incomplete. It is intended to be a summary of Hartshorne 2.1 plus a bit more. From → Algebraic Geometry. Diagonalization and Jordan Form I. July 25, 2009. This post talks about the existence of Jordan form by decomposing a vector space. Into direct sum of generalized eigenspaces. From → Canonical Form. July 24, 2009. This post proves the Cayley-Hamilton for finite. Modules, and generalize it to Nakayama’s lemma. From → Linear algebra.

mathwanderer.wordpress.com

July | 2009 | My thoughts/summaries

https://mathwanderer.wordpress.com/2009/07

Just another WordPress.com weblog. Archive for July, 2009. July 30, 2009. July 28, 2009. July 28, 2009. July 26, 2009. Jordan form II: Computations. July 26, 2009. July 25, 2009. Diagonalization and Jordan Form I. July 24, 2009. Laquo; Older Entries. Soarerz on Smith Normal Form. Messi on Smith Normal Form. On Jordan form II: Computati…. Soarerz on Smith Normal Form. Ptp on Smith Normal Form. Create a free website or blog at WordPress.com. Create a free website or blog at WordPress.com.

mathwanderer.wordpress.com

Jordan form II: Computations | My thoughts/summaries

https://mathwanderer.wordpress.com/2009/07/26/jordan-form-ii-computations

Just another WordPress.com weblog. Jordan form II: Computations. July 26, 2009. This post talks about computation of Jordan form and Jordan basis, along with a few examples. In this post we focus on computing the Jordan form of a given matrix. Proposition 1 (Calculating the number of Jordan blocks/sizes). The number of corresponding Jordan blocks is. More generally, let. The number of Jordan blocks of size. This further shows that the number of Jordan blocks of size. 1 Fix an eigenvalue. 2 Find a basis of.

mathwanderer.wordpress.com

Varieties II: Quasiprojective Varieties | My thoughts/summaries

https://mathwanderer.wordpress.com/2009/08/22/varieties-ii-quasiprojective-varieties

Just another WordPress.com weblog. Varieties II: Quasiprojective Varieties. August 22, 2009. This post contains the definition of (quasi-) projective varieties, regular functions, morphisms, projective coordinate ring, the Nullstellensatz. It also contains the global section of sheaf of regular function over distinguished open sets and the fact that affine neighborhoods form a basis for the Zariski topology. Be an algebraically closed field. We want to parametrize the 1-dimensional subspaces of. Remember...

mathwanderer.wordpress.com

Varieties I: affine varieties | My thoughts/summaries

https://mathwanderer.wordpress.com/2009/08/17/varieties-i-affine-varieties

Just another WordPress.com weblog. Varieties I: affine varieties. August 17, 2009. This post contains the defintiion of affine varieties, regular functions, coordinate ring, the Nullstellensatz, and the quotient of an affine variety upon action of a finite group. Be a field. It is clear what points in. Is a subset of. That is the common zeros of a set of polynomials. The set of polynomials can be taken to be finite. This is because. As a variety,. Is more often denoted by. 1 the Zariski topology. Is an e...

mathwanderer.wordpress.com

Rational Canonical Form | My thoughts/summaries

https://mathwanderer.wordpress.com/2009/07/28/rational-canonical-form

Just another WordPress.com weblog. July 28, 2009. This post proves the existence of rational canonical form, using the structure theoerm of finite modules over PID. Another common canonical form is the rational canonical form. While Jordan form is more like a substitute for non-diagonalizable matrix and thus does not exist when the eigenvalues do not lie in the ground field, the rational canonical form exploits the properties of the characteristic/minimal polynomial. Matrix with coefficients in a field.

mathwanderer.wordpress.com

About | My thoughts/summaries

https://mathwanderer.wordpress.com/about

Just another WordPress.com weblog. I have been interested in math for a long time but I almost gave it up in the last two years. So this is a place for me to get myself back in and revise things I have learnt before. That said, the blogposts are intended to make my mind clear instead of being expository. Topics I would try to blog about/learn about recently:. Linear algebra: Kronecker product, Cholesky, SVD. AG: essentially Hartshorne chapter 1 and 2. I think I still have many things left ununderstood.

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forsixthirty.wordpress.com

forsixthirty

Respond via EMPATHY (NOT sympathy.) They talk about something? Get at the core of it and respond by citing an example of something like that in your (character’s) life. or (and maybe this is better) really! If you can say it truthfully, truthfully truthfully say what you would say in that situation, then you can be vulnerable and awesome. So use their line as an opportunity to reveal something new, some new example, about your character’s life! The emotions in here will be HEAVILY AMPLIFIED! Cotton Candy...

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