623 behavioral vhdl program for fixed point to floating point conversion

... is said to be maximal monotone if it is not properly contained in any other monotone operator Equivalently, M is maximal monotone if R I rM H for all r > For a maximal monotone operator M on ... 2 Fixed Point Theory and Applications Let A : C → H be a mapping Recall that A is said to be monotone if Ax − Ay, x − y ≥ 0, ∀x, y ∈ C 1.3 A is said to be inverse strongly monotone if there ... defined by R M x∈H Mx is said to be the range of M The set G M defined by G M { x, y ∈ H × H : x ∈ D M , y ∈ R M } is said to be the graph of M Recall that M is said to be monotone if x − y, f − g >...

Ngày tải lên: 21/06/2014, 05:20

... 1.4 It is easy to know that I − T is − k /2 -inverse-strongly-monotone If k 0, then T is nonexpansive We denote by F T the fixed points set of T In 2003, for x0 ∈ C, Takahashi and Toyoda introduced ... following conditions: A1 F x, x for all x ∈ C; A2 F is monotone, that is, F x, y A3 for each x, y, z ∈ C, limt → F tz F y, x ≤ for all x, y ∈ C; − t x, y ≤ F x, y ; A4 for each x ∈ C, y → F x, y is ... is, for any x ∈ H, x − PC x ≤ x − y for all y ∈ C It is easy to see that PC is nonexpansive and u ∈ VI A, C ⇐⇒ u PC u − λAu , λ > 2.1 If A is an α-inverse-strongly monotone mapping of C to H,...

Ngày tải lên: 21/06/2014, 17:20

... BinDCT for inverse transform and original DCT for forward transform, then the differences between original data and recover data cannot be neglected It means that BinDCT cannot perform well to recover ... step is a biorthogonal transform, and its inverse transform also has similar lifting structures, which means we just need to subtract what was added at forward transform to invert a lifting step ... the floating -point multiplications result in the lifting steps are rounded to integers, as long as the same procedure is applied to both the forward and inverse transforms In order to implement...

Ngày tải lên: 21/06/2014, 22:20

... references therein A mapping S of C into itself is called nonexpansive if Su − Sv ≤ u − v , (1.4) for all u,v ∈ C We denote by F(S) the set of fixed points of S For finding an element of F(S) ∩ Ω under ... ⊂ H is closed and convex, a mapping S of C into itself is nonexpansive and a mapping A of C into H is α-inverse strongly monotone, Takahashi and Toyoda [7] introduced the following iterative ... (1.6) ∀n ≥ 0, where {λn } ⊂ [a,b] for some a,b ∈ (0,1/k) and {αn } ⊂ [c,d] for some c,d ∈ (0,1) Then the sequences {xn }, { yn } converge weakly to the same point PF(S)∩Ω (x0 ) Very recently,...

Ngày tải lên: 22/06/2014, 22:20

... attention to teach participants how to cope with high-risk situations, to train their skills and self-efficacy to overcome physical activity barriers, and to mobilize family members to support them to ... measure before adjusting for mediator τ’ = relationship between intervention condition and outcome measure after adjusting for mediator SE = standard error Note: in all analyses, the total sample ... measure before adjusting for mediator τ’ = relationship between intervention condition and outcome measure after adjusting for mediator SE = standard error Note: in all analyses, the total sample...

Ngày tải lên: 14/08/2014, 08:20

... constant to ensure a fixed point is also obtained Three fixed point theorems which extended the fixed point theory for Kannan mappings were stated and proved in [11] More attention has been paid to ... through fixed point theory of Caputo linear fractional systems has been provided in [30] Finally, promising results are being obtained concerning fixed point theory for multivalued maps (see, for ... converge to z and y for all x ∈ A , respectively, to y and z for all x ∈ B If A ∩ B ≠ ∅ then z = y ∈ A ∩ B is the unique fixed point of T : A ∪ B → A ∪ B Outline of proof: It is similar to that...

Ngày tải lên: 18/06/2014, 22:20

... T x, y − T y (9) for all x, y ∈ C Therefore, we can apply Theorem 3.2 to conclude that T has a fixed point, while the Aoyama–Iemoto–Kohsaka–Takahashi fixed point theorem fails to give us the desired ... 3.2 to conclude T has a fixed point, while both of the Browder Fixed Point Theorem and the Kohsaka–Takahashi fixed point theorem fail Proof It is easy to check that T is not nonexpansive As for ... point- dependent λ-hybrid relative to Df for some λ : C → R and is asymptotically regular with a bounded sequence {T n x0 }n∈N for some x0 ∈ C (5.3.4) The mapping x → f (x) for x ∈ X is weak -to- weak∗...

Ngày tải lên: 18/06/2014, 22:20

... T x, y − T y (9) for all x, y ∈ C Therefore, we can apply Theorem 3.2 to conclude that T has a fixed point, while the Aoyama–Iemoto–Kohsaka–Takahashi fixed point theorem fails to give us the desired ... 3.2 to conclude T has a fixed point, while both of the Browder Fixed Point Theorem and the Kohsaka–Takahashi fixed point theorem fail Proof It is easy to check that T is not nonexpansive As for ... point- dependent λ-hybrid relative to Df for some λ : C → R and is asymptotically regular with a bounded sequence {T n x0 }n∈N for some x0 ∈ C (5.3.4) The mapping x → f (x) for x ∈ X is weak -to- weak∗...

Ngày tải lên: 20/06/2014, 04:20

... fixed point are obtained By introducing a random iteration process with weak contraction random operator, we obtain a convergence theorem of the random iteration process to a random fixed point for ... random operator if for each ω ∈ Ω, such that for arbitrary x, y ∈ F we have T (ω, x) − T (ω, y) ≤ x − y (c) completely continuous random operator if the sequence {xn } in F converges weakly to x0 implies ... strongly to T (ω, x0 ) for each ω ∈ Ω (d) demiclosed random operator (at y) if {xn } and {yn } are two sequences such that T (ω, xn ) = yn and {xn } converges weakly to x and {T (ω, xn )} converges to...

Ngày tải lên: 20/06/2014, 21:20

... Kohsaka, F, Takahashi, W: Fixed point theorems for a class of nonlinear mappings related to maximal monotone operators in Banach spaces Arch Math 91, 166–177 (2008) [2] Iemoto, S, Takahashi, W: Approximating ... Takahashi, W: Fixed point theorems for new nonlinear mappings in a Hilbert spaces J Nonlinear Convex Anal 11, 79–88 (2010) [5] Aoyama, K, Iemoto, S, Kohsaka, F, Takahashi, W: Fixed point and ergodic ... K, Kohsaka, F: Fixed point theorem for α-nonexpansive mappings in Banach spaces Nonlinear Anal 74, 4387–4391 (2011) [8] Suzuki, T: Fixed point theorems and convergence theorems for some generalized...

Ngày tải lên: 20/06/2014, 21:20

... Kuaket, K, Kumam, P: Fixed point for asymptotic pointwise contractions in modular spaces Appl Math Lett 24, 1795–1798 (2011) 20 [24] Kumam, P: On uniform opial condition, uniform Kadec–Klee property ... y)) (3.13) for all x, y ∈ Xw and for all λ > 0, where k ∈ [0, ), then T has a unique fixed point in Xw Moreover, for any x ∈ Xw , iterative sequence {T n x} converges to the fixed point Proof ... , x) 2 for all λ > and for each n ∈ N Taking n → ∞ in (3.3) implies that wλ (T x, x) = for all λ > and thus T x = x Hence, x is a fixed point of T Next, we prove that x is a unique fixed point...

Ngày tải lên: 20/06/2014, 21:20

... c Ume, JS: Fixed point theorems related to Ciri´ contraction principle J Math Anal Appl 225, 630–640 (1998) Beg, I, Azam, A, Arshad, M: Common fixed points for maps on topological vector space ... Topological vector space-valued cone metric spaces and fixed c c c point theorems Fixed Point Theory Appl 2010, Article ID 170253, 17 (2010) doi:10.1155/2010/170253 11 Abbas, M, Rhoades, BE: Fixed ... (iii) and (iv) Fixed point theorems for w-cone distance contraction mappings in K-metric spaces We note that the method of Du [2] for cone contraction mappings cannot be applied for a w-cone distance...

Ngày tải lên: 20/06/2014, 21:20

... Petrot Fixed Point Theory and Applications 2011, 2011:78 http://www.fixedpointtheoryandapplications.com/content/2011/1/78 Cho, YJ, Hirunworakit, S, Petrot, N: Set-valued fixed points theorems for ... Common fixed point theorem for hybrid generalized multivalued Thai J Math 9(2), 417–427 (2011) 11 Ume, J-S: Existence theorems for generalized distance on complete metric spaces Fixed Point Theory ... Some fixed point theorems for contractive multi-valued mappings induced by generalized distance in metric spaces Fixed Point Theory and Applications 2011 2011:78 Submit your manuscript to a journal...

Ngày tải lên: 20/06/2014, 22:20

... lim xn+1 = lim Txn = Tz n→∞ n→∞ and, therefore, z is a fixed point of T Harjani et al Fixed Point Theory and Applications 2011, 2011:83 http://www.fixedpointtheoryandapplications.com/content/2011/1/83 ... comparable to themselves Moreover, (1,0) ≤ T(1, 0) = (1, 0) and the operator T has two fixed points In what follows, we present a sufficient condition for the uniqueness of the fixed point in Theorems ... xn(k0 )+1 = T(xn(k0 ) ) , and xn(k0 ) = z is a fixed point of T Suppose that for any k Î N, xn(k)

Ngày tải lên: 20/06/2014, 22:20

... point of T Finally, to prove the uniqueness of the fixed point, we have y, z Î X with y and z fixed points of T The cyclic character of T and the fact that y, z Î X are fixed points of T, imply ... Accepted: 27 October 2011 Published: 27 October 2011 References Kirk, WA, Srinivasan, PS, Veeramani, P: Fixed points for mappings satisfying cyclical weak contractive conditions Fixed Point Theory ... Fixed Point Theory Appl 2008 (2008) Article ID 406368 doi:10.1186/1687-1812-2011-69 Cite this article as: Karapinar and Sadarangani: Fixed point theory for cyclic (j - ψ)-contractions Fixed Point...

Ngày tải lên: 20/06/2014, 22:20

... Simsek, H: Some fixed point theorems on ordered metric spaces and application Fixed Point Theory Appl 2010, 17 (2010) (Article ID 621469) Altun, I, Erduran, A: Fixed point theorems for monotone mappings ... metric fixed- point theory The aims of this paper is to establish coincidence and common fixed- point theorems in ordered partial metric spaces with a function  satisfying the condition (t)

Ngày tải lên: 20/06/2014, 22:20

... Chen Fixed Point Theory and Applications 2011, 2011:72 http://www.fixedpointtheoryandapplications.com/content/2011/1/72 In 1989, Mizoguchi-Takahashi [4] proved the following fixed point theorem ... d(x, y) for all x, y Î X, where ξ : [0, ∞) ® [0, 1) satisfies lim sups→t+ ξ (s) < 1for all t Î [0, ∞) Then, T has a fixed point in X In the recent, Amini-Harandi [5] gave the following fixed point ... only if x = y = In [6,7], the authors proved some fixed point results for the C-contractions In this section, we present some fixed point results for the weakly ψ-C-contraction in complete metric...

Ngày tải lên: 20/06/2014, 22:20

... fx, fx) for all x, y, z Î X Then f, g, and h have a unique common fixed point in X Moreover, any fixed point of f is a fixed point g and h and conversely Proof Suppose x0 is an arbitrary point ... hz, hz)} for all x, y, z Î X Then f, g, and h have a unique common fixed point in X Moreover, any fixed point of f is a fixed point g and h and conversely Proof Suppose x0 is an arbitrary point ... hz, hz)} for all x, y, z Î X Then f, g, and h have a common fixed point in X Moreover, any fixed point of f is a fixed point g and h and conversely Proof Suppose x0 is an arbitrary point in X...

Ngày tải lên: 20/06/2014, 22:20