considerably

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considerably
considerably, adv. (kənˈsɪdərəblɪ) [-ly2.] † 1. In a way or to a degree that ought to be considered or taken note of; notably, particularly.1646 Sir T. Browne Pseud. Ep. 37 What most considerably concerneth his..practised wayes of delusion. 1683 Luttrell Brief Rel. (1857) I. 250 The Duke of Monmouth... Oxford English Dictionary
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somewhat < quite/considerably < very | WordReference Forums
Something that is "rather expensive" is "kind of expensive" or "somewhat expensive." Smauler said: "Rather expensive" means it costs a bit, but it may well be worth it. "Quite expensive" means it's a little overpriced. "Very expensive" just means it costs a lot. Smauler's explanation makes my point clearer.
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considerably
considerably/-əblɪ; -əblɪ/ advmuch; a great deal 非常; 很; 相当地 It's considerably colder this morning. 今早冷得多. 牛津英汉双解词典
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Is なんとかなる only for positive things? this phrase is usually used to describe either getting through a hard situation or overcoming something considerably difficult or unpleasant; ie how will you manage to navigate with...
No, is weird. It sounds like "I managed to fail", as if you actually wanted to fail. means "I could not manage it", "I couldn't make it, after all", etc. "Somehow he failed" is {///}.
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Another definition of local coefficients True or false: Let $A$ be a $\mathbb{Z}[\pi_1(X)]$-module. The homology of $X$ with local coefficients in $A$ is equal to the $H_*(\tilde{X} \times_{\pi_1(X)} A,\mathbb{Z})$. ...
(I think, I do not understand your question in its entirety, because I don't know how to take a pushout of objects of two _different_ categories) If you want to compute $H_*(X,A)$, you actually should take the complex $C_*(X,A):=C_*(\tilde{X},\mathbb Z) \times_{\pi_1(X)} A$. In general, for an arbit...
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Fedora 17 Performance Issues I have a Dell Latitude E4310. I have Windows 7 and Fedora installed on it. I rarely use windows and I have been using fedora for a good 9 months now. Recently the performance on my machine...
How do I diagnose a performance problem? This question is too broad for this website, but I'll offer you the following tips only because I don't want you to feel like you're being blown off. 1. Consult the output of `top`. Look for processes that are consuming either a lot of CPU and/or memory resou...
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Center of a quantum matrix algebra Let $p \in k^\times$ be a nonroot of unity. It seems to be a well-known fact that the center of the quantum matrix algebra $\mathcal{O}_p(M_n(k))$ is generated by the quantum determi...
You can find a proof in Section 1.5 of the paper "Finite dimensional representations of the quantum group $GL_q(n; C)$ and the zonal spherical functions on $U_q(n-1)\setminus U_q(n)$" by Noumi, Yamada and Mimachi, Japanese Journal of Mathematics (New Series), Vol 19 (1993) no 1. p 31-80.
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small cut in hypercube graph In his notes on spectral graph theory Luca Trevisan writes "A $k$-dimensional hypercube with $n = 2^k$ is considerably better connected than a grid, although it is still possible to remo...
I think a dimension cut would be a cut parallel to a coordinate hyperplane. For example in the $k=3$ case, we could cut parallel to the $yz$-plane. This would cut the edges joining the following pairs of (previously connected) vertices in the $3$-cube: 000 and 100 001 and 101 010 and 110 011 and 111...
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Fastest way to concatenate files I've got 10k+ files totaling over 20GB that I need to concatenate into one file. Is there a faster way than cat input_file* >> out ? The preferred way would be a ...
Nope, cat is surely the best way to do this. Why use python when there is a program already written in C for this purpose? However, you might want to consider using `xargs` in case the command line length exceeds `ARG_MAX` and you need more than one `cat`. Using GNU tools, this is equivalent to what...
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Basis of Column Space of matrix that is in Row Reduced Echelon form I'm considerably new to proving things(and to Linear Algebra too).So, I hope someone would help me with this. While proving **Row Rank of Matrix = C...
For the proof you are looking for take a look to Prove that pivot columns of row reduced form of any matrix forms a basis in column space of that row reduced matrix. for the simpler case and here for the other Pivot columns of A are a basis for Col(A). For the proof of this fundamental result and pr...
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Constantly pinging a server I am not sure if this is exactly the right place for this question, but there is no networking stack exchange. I want to ping a server a bunch of times (eg.10,000+) to gather information o...
I believe it depends on how fast you ping the server: If it's one ping per second (or even slightly faster), they will most likely not care. If it's much faster, they may consider it a DDOS attack by ping flood. It's especially the case if you don't wait for the previous answer before sending the ne...
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Replacing thick wheels with thinner ones My heavy bike (~15 kg) has thick wheels, the rim width of each is about 3 cm. Accordingly, the tires are also thick (~4.5 cm). Unless the tires are fully pumped up, the bike is...
Your problem is that you're riding a BMX bike. While you can certainly go narrower than 1.75, you can't go much narrower -- maybe to 1.5" (3.8 cm) with the same ISO 406 wheels. You _might_ be able to switch to a slightly larger ISO 451 rim and get down to 1-1/8" (2.8cm) width, but it would be quite ...
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How can I denote the set of probability distributions over a finite set? I am trying to refer to the set of probability mass functions over a finite set $A$. If the elements in the set $A$ are numbered, referring to t...
I think compact notation slows down flow more than do more words. Why not just say "the set of probability distributions on $A$"? If necessary, precede that by saying a probability distribution is a nonnegative real valued function on $A$ that sums to $1$.
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